Actualidad Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-06-13T13:41:11 --><p> </p><p> </p><p><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/Revista_conexiones/CI_08.pdf" title="Conexiones_industriales"><img alt="Conexiones_industriales_08" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/Revista_conexiones/Num_08.png" width="50%" /></a></p><p> </p><p>Ya está disponible el <strong>número 8</strong> de la Revista del Consejo General de Colegios Oficiales de Ingenieros Industriales, Conexión Industriales.</p><p> </p><p>Puedes acceder a este nuevo número de la revista pinchando sobre la imagen.</p><p> </p><p>Puedes consultar y descargarte en pdf, todos los números de la revista en este <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=350ba9eb-c241-419c-9fcd-289928773773&amp;Idioma=es-ES">enlace</a>.</p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=b162cb4c-2338-4aa6-ae6d-1cab64708da9 Thu, 13 Jun 2019 00:00:00 +0200 2019-06-12T22:00:00 Número 8 Revista Conexiones Industriales Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-06-05T13:33:21 --><p> </p><p>El Colegio Oficial de Ingenieros Industriales del Principado de Asturias y Abanca rubrican un nuevo convenio colectivo, en el que ofrece diversas alternativas de financiación adaptadas a las necesidades de nuestro colectivo.</p><p>El decano presidente del Colegio, José Esteban Fernández Rico, y el director de zona de ABANCA en Asturias, José María Jardón Cancio, rubricaron ayer en Oviedo un protocolo de colaboración conjunta que establece condiciones especiales en la contratación de productos y servicios de la entidad financiera.</p><p>El convenio recoge una amplia oferta de productos diseñados para mejorar la competitividad de este colectivo de profesionales, entre los que destacan pólizas de crédito, préstamos personales e hipotecarios, leasing mobiliario, avales o líneas de descuento. El protocolo estipula también que los colegiados en esta organización también se podrán beneficiar de fórmulas de financiación oficiales incluidas en los convenios que ABANCA mantiene con diferentes organismos públicos.</p><p>Del mismo modo, los colegiados también podrán acceder a condiciones financieras ventajosas para atender necesidades personales o de sus familias, a través de productos exclusivos de ABANCA como el Préstamo 24 horas, la Tarifa Plana de Seguros, una oferta de planes de pensiones o una selección de fondos de inversión, entre otros.</p><p>Puedes ver más información en la <a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=a514afa6-1cf5-49a0-86e0-b6d4a0dbb089&amp;Idioma=es-ES">ficha del convenio</a>.</p><p> </p><p> </p><p><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Convenios/2019/ABANCA (1).jpg" width="100%" /></p><p> </p><p> </p><p><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Convenios/2019/ABANCA (2).jpg" width="100%" /></p><p> </p><p>También recordaros que existen muchos otros convenios con otros profesionales de los que podéis disfrutar. Encuentra toda la información en el apartado de <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">Convenios</a>.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=7f64f9e5-7fbd-45d9-a382-7185dc6b8e05 Wed, 05 Jun 2019 00:00:00 +0200 2019-06-04T22:00:00 Convenio Colectivo COIIAS con Abanca Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-05-31T12:40:27 --><p> </p><p> </p><p>Ya está disponible un nuevo eBoletín de <a href="http://www.revistadyna.com/doc/Boletines/201905-1/Newsletter_201905-1.html">mayo de 2019</a> de la revista Dyna, puede consultarlo en este enlace.</p><p>DYNA es el Órgano Oficial de Ciencia y Tecnología de la Federación de Asociaciones de Ingenieros Industriales de España (FAIIE).</p><p>Considerada como una de las revistas técnico-científica más prestigiosas, presenta a lo largo de sus seis ediciones anuales de 120 páginas, gran variedad de temas que van desde los puramente técnicos, hasta aspectos de la actualidad, como organización industrial, desarrollo sostenible, responsabilidad corporativa, enfermedad profesional, innovación, etc.</p><p>Todos los suscriptores de alguna de las revistas DYNA reciben los eBoletines por defecto, pero Si NO es suscriptor y desea darse de alta para recibir por email los e-Boletines, haga clic <a href="https://www.revistadyna.com/Usuarios/RegistroPersonas.aspx?IdMenu=732727a3-2cec-4873-a53c-ab99004fa840&amp;IdDocumento=4135&amp;Tipo=DE">AQUI</a> y cumplimente los datos del formulario.</p><p>Puedes consultar este y otros boletines de la revisa dyna <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=d6b2549c-2261-4648-acfa-f879fae772a9&amp;Idioma=es-ES">AQUÍ</a></p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=2eb46c9a-8849-40f0-8c4a-2ebc45769705 Fri, 31 May 2019 00:00:00 +0200 2019-05-30T22:00:00 eBoletín Revista Dyna Mayo 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-30T13:55:54 --><ul><li>rupo IDEPA y CDTI celebran una jornada informativa centrada en los apoyos financieros a Empresas de Base Tecnológica en la que se presentarán <a href="http://www.cdti.es/index.asp?MP=4&amp;MS=0&amp;MN=1&amp;TR=C&amp;IDR=2776&amp;r=1920*1080">la línea NEOTEC</a> del CDTI, <a href="https://www.idepa.es/detalle-ayuda/-/asset_publisher/EorU9gEBOv3g/content/subvenciones-dirigidas-a-empresas-de-base-tecnologica-en-el-principado-de-asturia-1">las ayudas del IDEPA dirigidas a la creación y consolidación de EBTs</a> y el <a href="https://www.srp.es/empresas/emprendedores/">Fondo Crecimiento Emprendedores Innovadores de la SRP.</a></li><li><br />09:30h Visión global de los apoyos a Empresas de Base Tecnológica en Asturias<br />Eva Pando Iglesias, directora general del IDEPA<br />Cristina Fanjul Alonso, directora del CEEI Asturias<br />10:00h Financiación nacional: Programa NEOTEC del CDTI<br />María José Tomás Sánchez, departamento de Promoción Institucional y Cooperación Territorial de la Dirección de Programas de la UE y Cooperación Territorial del CDTI<br />10:25h Financiación regional: Línea de ayudas para Empresas de Base Tecnológica y Fondo Crecimiento Emprendedores Innovadores<br />Jaime Fernández Cuesta, responsable del Área de Competitividad e Innovación del IDEPA<br />Ángeles Silverio Juez, coordinadora de la SRP<br />10:50h Ronda de preguntas por parte de los asistentes<br />11:10h Inicio de entrevistas individuales con los responsables del CDTI/IDEPA/CEEI/SRP<br />Coincidiendo con el inicio de las entrevistas, las personas interesadas podrán participar en la vista a la incubadora y bioincubadora del CEEI. Posteriormente se ofrecerá un café.<br />Nota: Para poder participar en las entrevistas individuales, será necesario indicarlo previamente en el <a href="https://itineras.es/public/inscripciones/NDV3Nnc0NTY0d2J5NDEwMjU0MQ">Formulario de inscripción</a> y cumplimentar la ficha <a href="http://www.ceei.es/doc/w19/Ficha_solicitud_entrevista_individual_Jornada_06.06.2019.docx">&quot;Solicitud de asesoramiento&quot;</a> que debe enviarse a la dirección belen@ceei.es hasta el lunes 3 de junio. La relación de entrevistas se establecerá por riguroso orden de inscripción.</li></ul> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=4178d852-8bda-4c1f-9271-22c7a606c144 Thu, 30 May 2019 00:00:00 +0200 2019-05-29T22:00:00 Jornada sobre apoyos a la financiación para Empresas de Base Tecnológica Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-23T09:39:18 --><p>Convocatoria solicitud abierta de Innovación Telefónica España</p><p>más información pinchar <a href="https://innovasturias.us18.list-manage.com/track/click?u=1ac9076c1f278ab9a99f9a35b&amp;id=cc5cb55ea7&amp;e=765fdb6bce">aquí</a></p><p> </p><p><a href="https://innovasturias.us18.list-manage.com/track/click?u=1ac9076c1f278ab9a99f9a35b&amp;id=bbd0fd7226&amp;e=765fdb6bce">Bases de la convocatoria</a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=95549fa2-ccc2-4478-91b1-37cb18038d7e Thu, 23 May 2019 00:00:00 +0200 2019-05-22T22:00:00 Convocatoria solicitud abierta de Innovación Telefónica España Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-16T10:06:06 --><ul><li>El Instituto de la Ingeniería de España tiene instituida la distinción &quot;MAGNA DEDICATIO&quot; para distinguir a los Ingenieros cuya dedicación desinteresada al mismo y a la consecución de sus objetivos sean notorias a lo largo del tiempo. Los candidatos a estas distinciones serán Ingenieros asociados a alguna de las Asociaciones y Federaciones que son miembros del Instituto.</li><li></li><li>El Instituto de la Ingeniería de España tiene instituida la distinción &quot;INGENIUM&quot; para distinguir a las Entidades o Empresas especialmente relacionadas con la Ingeniería, que hayan colaborado de manera notoria con el Instituto, a lo largo del tiempo, para la consecución de sus objetivos.</li><li></li><li>Los Presidentes de los Comités Técnicos del Instituto y los miembros de la Junta Directiva del IIE podrán presentar posibles candidatos, que deberán contar con el aval de al menos dos de los Asociados del Instituto.</li><li></li><li>El plazo para la recepción de candidaturas a las Distinciones Honoríficas del Instituto estará abierto todos los años entre el 1 de mayo y el 30 de junio.</li><li></li><li>Las candidaturas deberán ir acompañadas de un curriculum vitae para los Ingenieros y un informe para las Empresas, en los que se acredite que el candidato cumple con el espíritu que inspira la distinción.</li><li></li><li>Un Jurado formado por los Presidentes de los distintos Comités Técnicos del Instituto, hará una primera selección de candidatos, emitiendo un informe sobre las razones que les llevan a tomar dicha decisión. Estos candidatos serán definitivamente presentados a la Junta Directiva como posibles acreedores a la distinción. La propuesta de este Jurado será remitida cada año a la Junta Directiva antes del 31 de julio.</li><li></li><li>Anualmente la Junta Directiva, en su reunión del mes de septiembre, seleccionará por votación, entre los candidatos propuestos por el Jurado, a los merecedores a las Distinciones Honoríficas del Instituto, con un máximo de dos por año, tanto para Ingenieros como para Empresas. Cualquiera de las Distinciones puede quedar desierta si la Junta Directiva así lo estima oportuno. Antes de proceder a la votación se leerán los curricula vitae o informes de los candidatos y el informe del Jurado, haciendo hincapié en los hechos que acrediten que el candidato cumple con el espíritu que inspira la distinción es merecedor de ella. La votación se realizará candidato por candidato, necesitándose el voto positivo de al menos los dos tercios de la Junta Directiva para que el candidato pueda ser galardonado con la Distinción Honorífica. Si es preciso se realizarán vueltas sucesivas hasta que el número de galardonados no sea superior a dos en cada una de las categorías de las distinciones.</li><li></li><li>En un acto solemne diseñado al efecto, se realizará la entrega de la distinción a quien o quienes se haya concedido. 9. La distinción para Ingenieros, en forma de medalla, consistirá básicamente en el emblema que en cada momento ostente el Instituto orlado con las palabras &quot;MAGNA DEDICATIO RECOGNITA EST&quot;. En el</li><li>reverso deberá estar grabado el nombre del distinguido y el año en que recibió la distinción</li><li></li><li>La distinción para Empresas y Entidades, en forma de placa, consistirá básicamente en el mural que preside el Salón de Actos del Instituto orlado con las palabras &quot;INGENIUM, COGNITIO ET SCIENTIAE&quot;. En el reverso deberá estar grabado el nombre de la Empresa o Entidad distinguida y el año en que recibió la distinción</li><li></li><li>El Instituto de la Ingeniería de España creará un Registro público de los distinguidos en el que constarán los méritos que justifican la distinción.</li></ul> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=239ce009-05b1-4523-9449-d309f8740814 Thu, 16 May 2019 00:00:00 +0200 2019-05-15T22:00:00 PREMIOS MAGNA DEDICATIO E INGENIUM DEL IIE Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-15T12:18:03 --><p>OVIEDO, del 24 de junio al 31 de julio</p><p> </p><p> </p><p>A través del convenio de colaboración que tenemos con la empresa TOCA LA LUNA, se organiza:</p><p> </p><p>Campamento de verno bilingüe</p><p> </p><p>En Oviedo, del 24 de junio al 31 de julio.</p><p> </p><p>Descuento para los colegiados de un 10% sobre las tarifas adjuntas<br /></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=dfe3943f-d521-4e3a-9315-3fd84ec52afd Wed, 15 May 2019 00:00:00 +0200 2019-05-14T22:00:00 Campamento bilngüe de verano Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-05-15T11:31:29 --><p> </p><p>Información de la publicación en el BOE nº 100, del viernes día 26 de abril de 2019, de la Resolución de 23 de abril de 2019, de la Dirección General de Trabajo, por la que se registra y publica el Acta por la que se modifica el Convenio colectivo general del sector de la construcción; a la que se puede acceder haciendo clic sobre la misma.</p><p>Esta modificación aborda los incrementos salariales y algunas otras modificaciones del VI Convenio General del Sector de la Construcción (VI CGSC) como, por ejemplo, la incorporación de una cláusula de jubilación forzosa.</p><p>Por lo que a la formación se refiere, las modificaciones más importantes que merecen ser destacadas son las siguientes:</p><h5 class="SubTituloWeb">A.-) FORMACIÓN DE SEGUNDO CICLO POR OFICIO</h5><p>Se modifica el apartado 4 del artículo 139 del VI CGSC, al añadirse, cuando se hace referencia a que la formación de segundo ciclo por oficio está compuesta por una parte común, de 14 horas lectivas de duración y de otra específica con una duración de 6 horas lectivas; que, en todo caso, la parte común debe impartirse con carácter previo a la parte específica.</p><h5 class="SubTituloWeb"></h5><h5 class="SubTituloWeb">B.-) FORMACIÓN DEL CONVENIO DEL SECTOR DEL METAL</h5><p>Por lo que al Sector del Metal se refiere, hay que destacar como el artículo 144 del citado VI CSGC se modifica, quedando redactado de la siguiente forma:</p><ul><li>&quot;1. En relación con los trabajadores que hayan cursado la formación recogida en el anexo III del Convenio Estatal del Sector del Metal, debe tenerse en cuenta la tabla de convalidación que se muestra en el anexo XIII, apartado 4, del presente Convenio.</li><li>2. La formación detallada en la tabla del anexo XIII, apartado 4, del presente Convenio, deberá ser impartida de acuerdo con los requisitos establecidos en el mismo.&quot;.</li><li>Es decir, la modificación respecto del texto original del VI CGSC (BOE nº 232, de 26 de septiembre de 2017), es la eliminación de la vinculación de la obtención de la Tarjeta Profesional de la Construcción a la formación impartida, según las tablas de convalidaciones de la formación en materia de prevención de riesgos laborales y, en particular, la formación recogida en el Convenio Estatal del Sector del Metal.</li></ul><p>Puedes consultar <a href="https://www.boe.es/boe/dias/2019/04/26/pdfs/BOE-A-2019-6237.pdf">AQUÍ</a> el BOE-A-2019-6237</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=c2b9b96d-0812-42d9-97e6-79cc8b3d5213 Wed, 15 May 2019 00:00:00 +0200 2019-05-14T22:00:00 Modificación del convenio de la construcción relativa a la formación en el sector del metal Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-05-24T10:24:42 --><p> </p><p><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Boletines/2019/SQ_Renta.png" width="100%" /></p><p> </p><p> </p><p>El tratamiento fiscal de las cuotas colegiales y aportaciones a la mutualidad depende de la situación de cada contribuyente, pero en líneas generales podríamos resumir:</p><p> </p><h5 class="SubTituloWeb">Cuotas colegiales (gastos de inscripción, cuotas colegiales menores de 65 años, cuotas colegiales mayores de 65 años en activo)</h5><p> </p><ul><li>1. Como nuestra colegiación es obligatoria para trabajadores por cuenta ajena: se incluye en el apartado de rendimientos del trabajo, como gastos deducibles, las cuotas satisfechas a los Colegios profesionales (deberán declararse en la casilla número 0015), no se puede superar un máximo de 500 € anuales.</li><li>2. En el supuesto de trabajadores por cuenta propia, las cuotas abonadas al Colegio, serán gasto deducible sin límite de importe (deberán declararse en la casilla 0124 &quot;Otros conceptos fiscalmente deducibles (excepto provisiones)&quot;) dentro de la parte del IRPF de rendimientos de actividades económicas.</li></ul><p> </p><h5 class="SubTituloWeb">Mutualidad de la Ingeniería</h5><p> </p><p>Deberás solicitar los datos a indicar en la declaración de la renta en la página web de la <a href="https://www.mutualidaddelaingenieria.es/solicitud-datos-fiscales/">Mutualidad</a>, en la que cubriendo el formulario te harán llegar el documento informativo de lo aportado, pudiendo desgravar como previsión social en la (casilla 465).</p><p> </p><p> </p><p>Si tienes alguna duda provecha nuestro servicio de asesoramiento gratuito en materia laboral, fiscal y contable, para colegiados <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=9685c72d-d80b-4d52-a4b4-2e02f7082c40&amp;Idioma=es-ES">aquí.</a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=5bad0c9b-49d4-44b2-bab8-69e225f0bb02 Tue, 14 May 2019 00:00:00 +0200 2019-05-13T22:00:00 Las cuotas colegiales son deducibles en la declaración de la renta Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-14T09:47:08 --><p>Las actuaciones deberán ser viables técnica, económica y financieramente.<br />Modalidad de cheques de innovación.<br />Asesoramiento tecnológico (por Centros de Innovación y Tecnología o Centros de Investigación).<br />Consultoría para la certificación.<br />Diseño.<br />Digitalización de la empresa.<br />Modalidad de cheques para el desarrollo empresarial.<br />Protocolo familiar.<br />Crecimiento empresarial.<br />Seguimiento empresarial (imprescindible diagnóstico empresarial).<br /></p><p>Más información pinchado <a href="https://www.idepa.es/detalle-ayuda/-/asset_publisher/EorU9gEBOv3g/content/ayuda-idepa-subvenciones-dirigidas-a-empresas-del-principado-de-asturias-en-el-marco-del-programa-cheque-de-innovacion-">aquí</a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=09596b7b-f748-46d7-80ba-9270d90476af Tue, 14 May 2019 00:00:00 +0200 2019-05-13T22:00:00 Subvenciones dirigidas a empresas del Principado de Asturias en el marco del Programa de Cheques Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-14T09:57:51 --><p><a href="https://www.idepa.es/detalle-agenda/-/asset_publisher/ffsyxGQomDym/content/ayudas-a-la-i-d-i-y-transformacion-digital-para-empresas-novedades-convocatorias-2019">DETALLE AGENDA</a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=6b72c738-59f3-433d-9449-f5971d875cd3 Tue, 14 May 2019 00:00:00 +0200 2019-05-13T22:00:00 Ayudas a la I+D+i y transformación digital para empresas. Novedades convocatorias 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-05-09T10:15:15 --><p> </p><ul><li>Feria de tecnologías y material para la Defensa y aplicaciones Duales. Encuentro profesional único en el que se den cita empresas, Fuerzas Armadas y Fuerzas y Cuerpos de Seguridad del Estado, Universidad y Centros de Investigación para conocer in situ plataformas y nuevos desarrollos tecnológicos.</li><li>Una convocatoria para el encuentro con delegaciones oficiales nacionales e internacionales que generen oportunidades de negocio en nuevos mercados. FEINDEF ofrece, además, los espacios y herramientas adecuados para la búsqueda de colaboraciones y sinergias para la formación de consorcios en los múltiples ámbitos tecnológicos vinculados con la Defensa.</li><li>El espacio de exposición contará con la presencia de las Fuerzas Armadas y Fuerzas y Cuerpos de Seguridad del Estado mostrando equipos y material en dotación, así como espacios destinados a las presentaciones comerciales y/o prensa especializada internacional y a conferencias con ponentes de primer nivel que aporten análisis y debate sobre el presente y futuro de las tecnologías propias del sector y de uso dual.<br /></li><li>Inscripción gratuita a la <a href="https://www.feindef.com/index.asp">FEINDEF</a></li></ul> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=b9f0cffc-4e69-4d50-80cb-99471f74ee66 Thu, 09 May 2019 00:00:00 +0200 2019-05-08T22:00:00 FERIA INTERNACIONAL DE DEFENSA Y SEGURIDAD Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-05-31T12:39:48 --><p> </p><p> </p><p>Ya está disponible un nuevo eBoletín de <a href="http://www.revistadyna.com/doc/Boletines/201904-1/Newsletter_201904-1.html">abril de 2019</a> de la revista Dyna, puede consultarlo en este enlace.</p><p>DYNA es el Órgano Oficial de Ciencia y Tecnología de la Federación de Asociaciones de Ingenieros Industriales de España (FAIIE).</p><p>Considerada como una de las revistas técnico-científica más prestigiosas, presenta a lo largo de sus seis ediciones anuales de 120 páginas, gran variedad de temas que van desde los puramente técnicos, hasta aspectos de la actualidad, como organización industrial, desarrollo sostenible, responsabilidad corporativa, enfermedad profesional, innovación, etc.</p><p>Todos los suscriptores de alguna de las revistas DYNA reciben los eBoletines por defecto, pero Si NO es suscriptor y desea darse de alta para recibir por email los e-Boletines, haga clic <a href="https://www.revistadyna.com/Usuarios/RegistroPersonas.aspx?IdMenu=732727a3-2cec-4873-a53c-ab99004fa840&amp;IdDocumento=4135&amp;Tipo=DE">AQUI</a> y cumplimente los datos del formulario.</p><p>Puedes consultar este y otros boletines de la revisa dyna <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=d6b2549c-2261-4648-acfa-f879fae772a9&amp;Idioma=es-ES">AQUÍ</a></p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=07cd4291-ef57-47fd-a2aa-d8eb356b2f29 Fri, 03 May 2019 00:00:00 +0200 2019-05-02T22:00:00 eBoletín Revista Dyna abril 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-05-02T09:36:48 --><p> </p><p>Se adjunta el extracto de la resolución de 25 de abril de 2019, de la Consejería de Empleo, Industria y turismo, por la que se procede a la apertura del plazo de presentación de solicitudes de la convocatoria de subvenciones correspondientes al programa de incentivos a la movilidad eficiente y sostenible (programa MOVES) en el Principado de Asturias para el ejercicio 2019.</p><p> </p><h5 class="SubTituloWeb">Programa de incentivos a la movilidad eficiente y sostenible (programa MOVES) en el Principado de Asturias</h5><p> </p><p>Objeto de las ayudas:</p><ul><li>Apoyar la movilidad basada en criterios de eficiencia energética, sostenibilidad e impulso del uso de energías alternativas, incluida la disposición de las infraestructuras de recarga de vehículos eléctricos adecuadas en todo el territorio nacional.</li><li>Estas subvenciones serán cofinanciables por la UE a través del Fondo Europeo de Desarrollo Regional (FEDER) en régimen de concesión directa y serán atendidas por riguroso orden de presentación de solicitudes.</li></ul><p>Beneficiarios:</p><ul><li>a) Los profesionales autónomos.</li><li>b) Las personas físicas mayores de edad residentes en España no incluidas en el anterior apartado.</li><li>c) Las Comunidades de propietarios.</li><li>d) Las personas jurídicas y otras entidades, con o sin personalidad jurídica, cuyo Número de Identificación Fiscal (NIF) comience por las letras A, B, C, D, E, F, G, J, N, R o W.</li><li>e) El sector público que comprende, según el artículo 2 de la Ley 40/2015 de 1 de octubre.</li></ul><p> </p><p>Para la actuación 3 del anexo I del Real Decreto 72/2019, podrán ser destinatarios últimos de las ayudas todos los enumerados anteriormente a excepción de los identificados en los apartados b) y c) respectivamente, relativos a personas físicas y comunidades de propietarios.</p><p> </p><p>Actuaciones subvencionables. Serán actuaciones subvencionables las siguientes (contempladas en el artículo 4 del real decreto 72/2019, de 15 de febrero, y su Anexo I):</p><ul><li>- Actuación 1: Adquisición de vehículos de energías alternativas, siendo obligatorio el achatarramiento de un vehículo M1 de más de diez años o de un vehículo N1 de más de siete años para las adquisiciones de vehículos nuevos M1 o N1. Acceder a la Base de Datos de vehículos subvencionables.</li><li>- Actuación 2: implantación de infraestructura de recarga de vehículos eléctricos.</li><li>- Actuación 3: implantación de sistemas de préstamos de bicicletas eléctricas.</li></ul><p> </p><p>Cuantía. Las cuantías máximas de las subvenciones son las siguientes:</p><p> </p><ul><li>1. Actuación 1: las cuantías oscilan significativamente en función del perfil del beneficiario, la categoría y motorización del vehículo y la MMTA (kg.) o autonomía del vehículo (km.).</li><li>Se establece un límite de ayudas de 30 vehículos por destinatario último, salvo para personas físicas que tendrán un límite de un vehículo por destinatario último.</li><li>2. Actuación 2: se establece un límite de ayudas de 100.000 € por destinatario último y convocatoria.</li><li>Para infraestructura de recarga de vehículos eléctricos, la ayuda será el 30 % del coste subvencionable para empresas privadas y del 40 % para personas físicas, comunidades de propietarios y entidades públicas sin actividad comercial o mercantil.</li><li>3. Actuación 3: se establece un límite de ayudas de 100.000 € por destinatario último y convocatoria.</li><li>Para los sistemas de préstamo de bicicletas eléctricas, la ayuda será el 30 % del coste subvencionable.</li></ul><p> </p><p>Plazo de presentación de las solicitudes: hasta el día 31/12/2019 o bien hasta el agotamiento de los fondos.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=0e60bde5-959f-4302-a867-4c6dec20e736 Thu, 02 May 2019 00:00:00 +0200 2019-05-01T22:00:00 Abierto el Programa de incentivos a la movilidad eficiente y sostenible (programa MOVES) en el Principado de Asturias Colegio Oficial de Ingenieros Industriales del Principado de Asturias Los días 9 y 10 de mayo tendrá lugar CIBITEC 2019 en la Escuela de Industriales de la Politécnica de Madrid, Congreso organizado por el COIIM y la AIIM. http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=d0200d3e-61d8-4070-8e85-5dced2cc2d08 Fri, 26 Apr 2019 00:00:00 +0200 2019-04-25T22:00:00 II Congreso Iberoamericano de Ingeniería y Tecnología (CIBITEC19) “La digitalización de la Industria Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-23T16:11:35 --><p> </p><p>El IDAE ha elaborado una versión preliminar de la &quot;Guía de Tramitación del Autoconsumo&quot;, dirigida a las empresas instaladoras de sistemas de autoconsumo. Está previsto que en las próximas semanas la vayan completando. Y también trabajan en una versión breve de carácter divulgativo para el público general.</p><p> </p><p>En este <a href="https://www.idae.es/noticias/publicada-la-primera-version-de-la-guia-de-autoconsumo-elaborada-por-idae-y-eneragen">enlace</a> podrá encontrar más información.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=1bbffd32-1de8-4bcc-8bb3-03a86c09af58 Tue, 23 Apr 2019 00:00:00 +0200 2019-04-22T22:00:00 Publicada la primera versión de La Guía de Autoconsumo elaborada por IDAE y EnerAgen Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-23T14:55:19 --><p> </p><p> </p><p>A comienzos de 2019, la Federación Asturiana de Empresarios e IMPULSA Empresas han puesto en marcha el Programa CRE-CE Gijón, una iniciativa que vincula el apoyo al ecosistema de transmisión empresarial de Gijón con la necesidad de fomentar el crecimiento empresarial de las compañías del municipio.</p><p> </p><p>Así, el programa pone a disposición de las empresas que puedan tener interés o necesidad de comprar o vender, un servicio de apoyo y asesoramiento experto que les acompañe y les facilite las herramientas necesarias para la gestión, negociación y documentación de todo el proceso hasta el cierre de la operación.</p><p> </p><p>En este contexto, el próximo 8 de mayo, se desarrollará un encuentro de networking, que contará con ponencias de diferentes expertos en crecimiento y relevo empresarial y una plataforma de encuentros B2B para conectar a las empresas en situación de relevo, con los potenciales socios e inversores (con una agenda previamente cerrada).</p><p> </p><p>Puedes acceder al perfil de las empresas participantes a través del siguiente ENLACE, y a más información sobre el encuentro a través del siguiente <a href="https://web.fade.es/es/cargarAplicacionEvento.do?internacional=0&amp;identificador=4788&amp;fechaDesde=08%2F05%2F2019&amp;fechaHasta=08%2F05%2F2019&amp;enlace=actualidad">PROGRAMA</a>. Las inscripciones se formalizarán a través del mismo enlace o bien contactando con Nuria Canel (<a href="mailto:nuriac@fade.es">nuriac@fade.es</a>) o Raquel García (<a href="mailto:rgarcia@fade.es">rgarcia@fade.es</a>) en el teléfono 985 232 105.</p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=053f01ed-d5fe-4b55-ac45-459c37e16d5a Tue, 23 Apr 2019 00:00:00 +0200 2019-04-22T22:00:00 Programa CRE-CE Gijón: Encuentro de networking Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-23T16:05:01 --><p> </p><p>Para tu conocimiento y por si consideras relevante su difusión, indicarte que El Ministerio de Economía y Empresa, mediante resolución firmada por el secretario de Estado para el Avance Digital, ha abierto la primera convocatoria para la concesión de ayudas a la I+D en el ámbito de las tecnologías habilitadoras digitales, dotada con un presupuesto de nueve millones de euros en subvenciones.</p><p> </p><p> </p><p>El objetivo de la convocatoria es el fortalecimiento de la competitividad de las empresas españolas en el conjunto de estas tecnologías a través de las actividades de I+D. Se consideran Tecnologías Habilitadoras Digitales aquellas tecnologías de la información y las comunicaciones de alto impacto y capacidad de disrupción, estratégicas para el desarrollo y la transformación digital de la economía y la sociedad.</p><p> </p><p>Los proyectos se centrarán preferentemente en el uso y aplicación del Internet de las Cosas (IoT) y las futuras redes de comunicación 5G, las tecnologías para el tratamiento de datos masivos y bases de datos distribuidas (blockchain), la supercomputación (HPC), la computación difusa y en la nube, el procesamiento del lenguaje natural, la robótica, la inteligencia artificial, la realidad virtual, la micro/nano electrónica, la ciberseguridad, la biometría y la identidad digital.</p><p> </p><p>El plazo para la presentación de las solicitudes se inicia el día siguiente a la publicación del extracto de esta resolución en el Boletín Oficial del Estado (BOE) y finaliza el 20 de mayo de 2019.</p><p> </p><p>Se puede acceder al extracto de dicha resolución a través del archivo adjunto y al texto completo de la convocatoria a través del este <a href="http://www.infosubvenciones.es/bdnstrans/GE/es/convocatoria/450238">enlace</a>.</p><p> </p><p>Las ayudas están dirigidas a proyectos individuales de I+D con una inversión mínima de 200.000 euros, que pueden abarcar desde la prueba de concepto de una tecnología hasta el desarrollo de un prototipo no comercial. La intensidad de ayuda será de hasta el 80% y tendrá en cuenta el nivel de madurez de la tecnología, el impacto de género y la transparencia y difusión de los resultados de los proyectos.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=8786d4ff-0a62-494d-b0b6-46ffe8db0422 Tue, 23 Apr 2019 00:00:00 +0200 2019-04-22T22:00:00 Publicación primera convocatoria de ayudas a la inversión en tecnologías habilitadoras digitales Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-15T13:24:44 --><p> </p><p>Para tu conocimiento, indicarte que en el día de hoy se ha publicado en el BOE el &quot;Extracto de la Orden de 29 de marzo de 2019, por la que se efectúa la convocatoria de concesión de apoyo financiero a proyectos de investigación, desarrollo e innovación en el ámbito de la industria conectada 4.0 en el año 2019&quot; (véase archivo adjunto).</p><p> </p><p>Esta actuación persigue el desarrollo de proyectos de investigación industrial y proyectos de desarrollo experimental, así como proyectos de innovación en materia de organización y procesos, enmarcados en las Áreas Estratégicas de la Industria Conectada 4.0 y tendentes al cumplimiento de los objetivos de la misma.</p><p> </p><p>Las áreas temáticas que contempla el programa abarcan desde el tratamiento masivo de datos hasta la robótica avanzada. En la práctica supone potenciar la investigación en aplicaciones que usan la información recogida en la cadena de producción, visualización de datos, nuevos procesos de impresión 3D, robótica colaborativa persona-máquina, y proyectos de realidad aumentada y virtual.</p><p> </p><p>Está dirigida a empresas que desarrollen una actividad industrial productiva durante un periodo de al menos 3 años.</p><p> </p><p>La línea de ayudas está dotada con 50 millones de euros en préstamos a proyectos dirigidos a la transformación digital de la industria manufacturera.</p><p> </p><p>El apoyo financiero tiene forma de préstamos reembolsables con las siguientes características:</p><ul><li>- Importe máximo del préstamo: 80% del presupuesto financiable;</li><li>- Plazo máximo de amortización: Diez años incluyendo un periodo de carencia de tres años.</li></ul><p> </p><p>El plazo de presentación de solicitudes finalizará el 8 de mayo de 2019.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=96273675-84df-4ddb-a235-e94fce05732d Mon, 15 Apr 2019 00:00:00 +0200 2019-04-14T22:00:00 Convocatoria proyectos de investigación, desarrollo e innovación en el ámbito de la industria conectada 4.0 año 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-10T15:41:24 --><p> </p><p>En el BOPA del 4 de abril se ha publicado el Extracto de la Resolución de 26 de marzo de 2019, de la Consejería de Empleo, Industria y Turismo, por la que se aprueba la convocatoria de subvenciones para el uso de energías renovables y para acciones de ahorro y eficiencia energética en el Principado de Asturias para el ejercicio 2019.</p><p>El objetivo es la concesión de subvenciones para el uso de Energías Renovables y para Acciones de Ahorro y Eficiencia Energética.</p><p>PLAZO: Desde el 5 de abril hasta el 5 de mayo (ver detalle en el apartado noveno)</p><p>IMPORTE: La cuantía de las subvenciones se determinará para cada caso según se especifica en el resuelvo séptimo.</p><p>Podrás encontrar más información <a href="https://sedemovil.asturias.es/bopa/2019/04/04/2019-03173.pdf">AQUÍ.</a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=d6044b22-05e1-4618-ab89-7c530974ebc8 Wed, 10 Apr 2019 00:00:00 +0200 2019-04-09T22:00:00 Convocatoria de subvenciones para el uso de energías renovables y para acciones de ahorro y eficiencia energética Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-09T17:59:57 --><p> </p><p>Este sábado se ha publicado en el BOE el RD 244/2019 de 5 de abril, por el que se regulan las condiciones administrativas, técnicas y económicas del autoconsumo de energía eléctrica y anulará el RD 900/2015, de 9 de octubre, por el que se regulan las condiciones administrativas, técnicas y económicas de las modalidades de suministro de energía eléctrica con autoconsumo y de producción con autoconsumo.</p><p>Esta norma completa el Real Decreto-ley 15/2018 por el que se derogó el denominado impuesto al sol, y aporta certidumbre y seguridad a los usuarios.</p><p>Entre otras medidas, el Real Decreto:</p><ul><li>habilita la figura del autoconsumo colectivo, que fomentará esta fórmula en las comunidades de propietarios o en polígonos industriales</li><li>reduce los trámites administrativos, especialmente en el caso de los pequeños autoconsumidores</li><li>establece un mecanismo simplificado de compensación de la energía autoproducida y no consumida.</li></ul><p>Aunque no es un RD que afecta directamente a las instalaciones térmicas, es evidente que favorecerá la electrificación de la economía y ofrecerá una alternativa a los agentes relacionados con las instalaciones técnicas en los edificios y a los propios usuarios, y por tanto, será un nuevo modo de contribuir a las exigencias reglamentarias encaminadas a la incorporación de las energías renovables en los consumos finales asociados a los servicios que tienen que atender la demanda de bienestar e higiene de las personas; es decir, se abre un nuevo vector energético para conseguir alcanzar un edificio de consumo de energía casi nulo Se define el concepto de &quot;instalación de producción próxima a las de consumo y asociada a las mismas&quot;. Con esta figura, se permite realizar el autoconsumo tanto con instalaciones de generación situadas en la misma vivienda -única posibilidad contemplada hasta la fecha-, como en otras que estén ubicadas en las proximidades. Así, por ejemplo, se podrán instalar placas fotovoltaicas en edificios contiguos que tengan mejor orientación, siempre que haya acuerdo entre las partes.</p><p>Otra de las novedades del RD es la implantación de un mecanismo simplificado de compensación de excedentes, esto es, de aquella energía generada por instalaciones de autoconsumo y que el usuario no consume instantáneamente; sin necesidad de inscribirse como productor siempre que la generación sea por una fuente de energía renovable y su potencia eléctrica sea igual o inferior a 100 kW.</p><p>Puedes consultar A<a href="https://www.boe.es/diario_boe/txt.php?id=BOE-A-2019-5089#analisis">QUÍ</a> el texto completo.</p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=c567b3c9-2018-4c72-b8e1-b4e95753004e Tue, 09 Apr 2019 00:00:00 +0200 2019-04-08T22:00:00 Nuevo Real Decreto autoconsumo Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-10T16:02:45 --><p><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/2019/aldaco.pdf" title=""><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/2019/aldaco.jpg" width="100%" /></a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=fffbc6df-4f30-4af8-ac7a-20453271fea3 Mon, 08 Apr 2019 00:00:00 +0200 2019-04-07T22:00:00 Jornada Técnica: Soluciones integrales para estructuras de hormigón afectadas por la corrosión Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-08T16:06:38 --><p>Para tu información, indicarte que en el pasado Consejo de Ministros del viernes 05.04.2019 se aprobó el &quot;Real Decreto por el que se regulan las condiciones administrativas, técnicas y económicas del autoconsumo de energía eléctrica&quot;, cuyo texto fue publicado en el BOE del pasado sábado y el cual se adjunta.</p><p>Dicha norma completa el marco regulatorio sobre esta cuestión, impulsado por el Real Decreto-ley 15/2018 por el que se derogó el denominado &quot;impuesto al sol&quot;, y aporta certidumbre y seguridad a los usuarios. Entre otras medidas, el Real Decreto habilita la figura del autoconsumo colectivo, que fomentará esta fórmula en las comunidades de propietarios o en polígonos industriales; reduce los trámites administrativos, especialmente en el caso de los pequeños autoconsumidores, y establece un mecanismo simplificado de compensación de la energía autoproducida y no consumida.</p><p>El Real Decreto clasifica y define las distintas clases de autoconsumo. Hasta el momento, solo existía una posibilidad, el autoconsumo individual conectado a una red interior.</p><p>Con la nueva norma, se consagra la figura del autoconsumo colectivo, de tal forma que varios consumidores puedan asociarse a una misma planta de generación, hecho que impulsará el autoconsumo en comunidades de propietarios o entre empresas o industrias ubicadas en una misma localización.</p><p>Además, se define el concepto de &quot;instalación de producción próxima a las de consumo y asociada a las mismas&quot;. Con esta figura, se permite realizar el autoconsumo tanto con instalaciones de generación situadas en la misma vivienda -única posibilidad contemplada hasta la fecha-, como en otras que estén ubicadas en las proximidades. Así, por ejemplo, se podrán instalar placas fotovoltaicas en edificios contiguos que tengan mejor orientación, siempre que haya acuerdo entre las partes.</p><h5 class="SubTituloWeb">Compensación de excedentes</h5><p>Otra de las novedades del Real Decreto es la implantación de un mecanismo simplificado de compensación de excedentes, esto es, de aquella energía generada por instalaciones de autoconsumo y que el usuario no consume instantáneamente.</p><p>Hasta el momento, si el autoconsumidor quería obtener una compensación por esta energía que se inyecta en la red, debía constituirse jurídicamente como productor de energía, realizando los trámites y declaraciones fiscales que la ley exige. Con el Real Decreto aprobado, la comercializadora de energía compensará al usuario por la energía excedentaria en cada factura mensual.</p><p>Este mecanismo es aplicable para aquellas instalaciones con una potencia no superior a 100 kilovatios (kW) y siempre que produzcan electricidad a partir de energía de origen renovable.</p><p>La compensación económica puede llegar hasta el 100% de la energía consumida por el usuario en ese mes.</p><p>Por otro lado, y en el caso del autoconsumo colectivo, el Real Decreto también abre la puerta a que un consumidor pueda aprovechar los excedentes de su vecino y coparticipe de autoconsumo, si éste no está consumiendo su parte proporcional de energía.</p><p>Con el objeto de impulsar el desarrollo del autoconsumo y ofrecer facilidades a la ciudadanía, la norma abre la posibilidad de que todas las comercializadoras puedan ofrecer servicios de autoconsumo renovable. La Comisión Nacional de los Mercados y la Competencia, que ha validado esta medida, supervisará la evolución del mercado y, en caso de que surjan problemas de competencia, podrá proponer al Gobierno el establecimiento de restricciones a determinadas compañías.</p><h5 class="SubTituloWeb">Simplificación administrativa</h5><p>El Real Decreto reduce los trámites administrativos para todos los usuarios. En el caso del pequeño autoconsumidor (instalaciones de hasta 15kW o de hasta 100kW, en caso de autoconsumo sin excedentes), se reducen a una única gestión: notificar la instalación de una planta de producción eléctrica en su correspondiente comunidad o ciudad autónoma. El registro estatal se nutrirá de la información remitida por las administraciones autonómicas. Además, para las instalaciones de menos de 100kW en baja tensión, las administraciones recabarán información a partir de los datos del certificado electrotécnico de la instalación.</p><p>Asimismo, se articula un procedimiento para que sea el distribuidor quien modifique el contrato de acceso de los pequeños consumidores que realicen autoconsumo y éste solo tenga que manifestar su consentimiento.</p><p>De igual modo, se simplifican drásticamente las configuraciones de medida para que, en la mayoría de los casos, baste con un solo contador en el punto frontera con la red de distribución, lo cual supone una reducción de costes.</p><p>En el caso de autoconsumo colectivo, también será necesario medir la energía generada con otro equipo para hacer el &quot;reparto de energía&quot; entre los consumidores participantes.</p><p>Desde el punto de vista de la seguridad industrial, se modifica el reglamento electrotécnico de baja tensión para regular los dispositivos antivertidos y los kits autoenchufables, garantizando que el desarrollo del autoconsumo es compatible con la protección de las personas y equipos.</p><p>Fuente: La Moncloa</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=012cd1fc-7fc4-4717-8a06-6838c6b42fe1 Mon, 08 Apr 2019 00:00:00 +0200 2019-04-07T22:00:00 Novedades legislación. Real Decreto condiciones administrativas, técnicas y económicas del autoconsumo de energía eléctrica Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-08T16:06:00 --><div></div><div class="moz-forward-container"><div class="moz-forward-container"><div class="WordSection1"><p class="TextoPequenyo"><span style="font-size:12.0pt;color:#1F497D">Se adjunta el extracto de la resolución de 26 de marzo de 2019, de la Consejería de Empleo, Industria y Turismo, por la que se aprueba la convocatoria de subvenciones para el uso de energías renovables y para acciones de ahorro y eficiencia energética en el Principado de Asturias para el ejercicio 2019.</span></p><p class="MsoNormal"> </p><p class="MsoNormal"><strong><span style="font-size:14.0pt;color:#1F497D">Subvenciones para el uso de energías renovables y para</span> <span style="font-size:14.0pt;color:#1F497D">acciones de ahorro y eficiencia energética en el Principado</span> <span style="font-size:14.0pt;color:#1F497D">de Asturias</span></strong></p><p class="MsoNormal"><strong><u><span style="font-size:12.0pt;color:#1F497D">Objeto de las ayudas:</span></u></strong> <span style="font-size:12.0pt;color:#1F497D"> Favorecer el uso de energías renovables y las acciones de ahorro y eficiencia energética, mediante la aplicación de las tecnologías previstas en cada una de las líneas de subvención.</span></p><p class="MsoNormal"><span style="font-size:8.0pt"> </span></p><p class="MsoNormal"><strong><u><span style="font-size:12.0pt;color:#1F497D">Beneficiarios</span></u></strong><span style="font-size:12.0pt;color:#1F497D">: Dependiendo de la línea de subvención, podrán ser beneficiarios de las ayudas <strong>las empresas privadas, los trabajadores</strong> <strong>autónomos, los particulares, las entidades sin ánimo de lucro y</strong> <strong>las comunidades de propietarios</strong>, que realicen, en el ámbito territorial del Principado de Asturias, una actuación comprendida en alguna de las líneas de subvención recogidas más abajo.</span></p><p class="MsoNormal"><span style="font-size:12.0pt;color:#1F497D">Las empresas privadas y trabajadores autónomos que realicen actuaciones en inmuebles de uso residencial para vivienda, solamente podrán ser beneficiarios cuando tengan la condición de proveedor de servicios energéticos (PSE).</span></p><p class="MsoNormal"><strong><u><span style="font-size:12.0pt;color:#1F497D">Líneas de subvención:</span></u></strong></p><p class="MsoListParagraph" style="margin-left:36.0pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:">1.</span><span new="" style="font-size:7.0pt;font-family:" times="">     </span><span style="font-size:12.0pt;font-family:">Promoción del uso de energías renovables:</span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=031bfe3f6fd4f010VgnVCM100000b0030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 1.1. Utilización de biomasa como combustible para la</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=031bfe3f6fd4f010VgnVCM100000b0030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">producción de energía térmicas</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=db1a523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 1.2. Sistemas geotérmicos destinados a la producción de</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=db1a523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">energía térmica (calor o frío)</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=5f5b523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 1.3. Energía solar fotovoltaica aislada</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=0aff523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 1.4. Producción de energía eléctrica mediante turbinas</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=0aff523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">minihidráulicas o mediante aerogeneradores</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=81af523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 1.5. Instalaciones para aprovechamiento energético de</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=81af523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">biogás</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:0cm"><span style="font-size:4.0pt;font-family:"> </span></p><p class="MsoListParagraph" style="margin-left:36.0pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:">2.</span><span new="" style="font-size:7.0pt;font-family:" times="">     </span><span style="font-size:12.0pt;font-family:">Promoción del ahorro y la eficiencia energética:</span></p><p class="MsoListParagraph" style="margin-left:36.0pt;text-indent:0cm"><span style="font-size:4.0pt;font-family:"> </span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=755c523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.1. Redes de calor/frío</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=a354eafebd63d210VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.2. Medidas en el sector de la edificación</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=45cc747250a7d210VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.3. Programa de ayudas públicas para industrias</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=8e4d523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.4. Transporte y movilidad eficiencia de mercancías por</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=8e4d523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">cuenta propia</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=99cc523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.5. Instalación de puntos de recarga de vehículos</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=99cc523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">eléctricos</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=b5db523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.6. Instalaciones colectivas troncales en garajes</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=2669523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.7. Instalación de estaciones de recarga eléctrica</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=2669523be2544610VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">accesibles al público</a></span></p><p class="MsoListParagraph" style="margin-left:53.4pt;text-indent:-18.0pt"><span style="font-size:12.0pt;font-family:Symbol;color:#1F497D">·</span><span new="" style="font-size:7.0pt;font-family:" times="">        </span> <span style="font-size:12.0pt;font-family:"><a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=225ecf6f8bc2d210VgnVCM10000098030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Línea 2.8. Instalación de estaciones de repostaje de</a> <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=225ecf6f8bc2d210VgnVCM10000098030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">combustibles alternativos accesibles al público</a></span></p><p class="MsoNormal"> </p><p class="MsoNormal"><strong><u><span style="color:#1F497D">Para acceder a la información concreta acerca de la naturaleza de los gastos</span> <span style="color:#1F497D">subvencionables y de la cuantía de la subvención vinculados a cada línea, pulse</span> <span style="color:#1F497D">sobre cada una de ellas.</span></u></strong></p><p class="MsoNormal"><strong><u><span style="text-decoration:none"> </span></u></strong></p><p class="MsoNormal"><strong><u><span style="font-size:12.0pt;color:#1F497D">Plazo de presentación de las solicitudes:</span></u></strong> <strong><span style="font-size:12.0pt;color:#1F497D">existe un único plazo,</span> <span style="font-size:12.0pt;color:#1F497D">común a todas las líneas, que finaliza el próximo</span><span style="font-size:12.0pt"><span style="color:#1F497D">día 6 de mayo</span> <span style="color:#1F497D">de 2019.</span></span></strong></p><p class="MsoNormal"><span style="font-size:8.0pt;color:#1F497D"> </span></p><p class="MsoNormal"><em><span style="font-size:12.0pt;color:#1F497D">Información adicional:</span> </em></p><p class="MsoNormal"><br /></p><p class="MsoNormal">.              <a href="https://sede.asturias.es/portal/site/Asturias/menuitem.46a76b28f520ecaaf18e90dbbb30a0a0/?vgnextoid=572d1cd1f6c18110VgnVCM10000097030a0aRCRD&amp;i18n.http.lang=es" moz-do-not-send="true">Portal del Gobierno del Principado de Asturias.</a></p><div><p class="MsoListParagraph" style="margin-left:30.0pt;text-indent:-27.0pt"><span style="font-family:">·</span><span new="" style="font-size:7.0pt;font-family:" times="">               </span> <span class="MsoHyperlink"><span style="font-family:">Se puede acceder a toda la información de la convocatoria a través del siguiente</span> <span style="font-family:">enlace, utilizando el siguiente identificador de la convocatoria: ID: 446656</span></span></p><p class="MsoNormal"><a href="http://www.infosubvenciones.es/bdnstrans/GE/es/convocatorias" moz-do-not-send="true"><span style="font-size:12.0pt">http://www.infosubvenciones.es/bdnstrans/GE/es/convocatorias</span></a><span style="font-size:12.0pt;color:#1F497D"> </span></p><p class="MsoNormal"> </p></div><p class="MsoNormal"><span lang="EN-US"> </span></p></div></div></div> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=7400f19c-2e60-40bb-a461-e265413cffbb Mon, 08 Apr 2019 00:00:00 +0200 2019-04-07T22:00:00 Abierta la convocatoria de subvenciones para el uso de energías renovables y para acciones de ahorro y eficiencia energética Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-08T15:46:48 --><p> </p><p>Para tu información te indico que desde el Ministerio de Industria, Comercio y Turismo nos comunican que, tras comprobar la gran acogida por todos los agentes implicados, recibir bastantes solicitudes de ampliación y buscando que los resultados sean lo más completos y representativos de nuestro tejido industrial, se amplía el plazo de acceso hasta el próximo jueves 11 de abril.</p><p><a href="https://kpmgencuestas.qualtrics.com/jfe/form/SV_eScS9SjiavP8xE1">ACCESO AL BARÓMETRO DE LA INDUSTRIA 4.0</a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=28ee15d8-cadd-4653-8c6c-e402d3710c49 Mon, 08 Apr 2019 00:00:00 +0200 2019-04-07T22:00:00 Barómetro de la Industria 4.0 en España. Ampliación de plazo Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-03T16:09:53 --><p> </p><p>Para tu información, indicarte que en el día de hoy se ha publicado en el BOE el &quot;Real Decreto 211/2019, de 29 de marzo, por el que se aprueba la oferta de empleo público para el año 2019&quot; (véase archivo adjunto).</p><p>En el anexo I se incluyen las plazas que se autorizan en la Administración General del Estado para ingreso de nuevo personal, con especificación de los cuerpos y escalas de personal funcionario o convenio colectivo en el caso de personal laboral, distribuyendo el número de plazas para cada uno de los colectivos mencionados. A destacar las 40 plazas (2 de ellas para personas con discapacidad general) destinadas al Cuerpo de Ingenieros Industriales del Estado.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=81c5f719-d091-4adf-b318-7811e8fd2aea Wed, 03 Apr 2019 00:00:00 +0200 2019-04-02T22:00:00 Oferta empleo público año 2019. Plazas Cuerpo de Ingenieros Industriales del Estado Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-04-03T16:07:59 --><p> </p><p>Para tu conocimiento indicarte que se encuentra sometido a consulta pública previa el Proyecto de Real Decreto 235/2013, de 5 de abril, por el que se aprueba el procedimiento básico para la certificación de la eficiencia energética de los edificios. Dicha consulta tiene como objetivo recabar la opinión de las personas y entidades potencialmente afectadas por la norma proyectada.</p><p>Mediante el Real Decreto 235/2013, de 5 de abril, por el que se aprueba el procedimiento básico para la certificación de la eficiencia energética de los edificios se transpuso parcialmente la Directiva 2010/31/UE del Parlamento Europeo y del Consejo, de 19 de mayo de 2010, en lo relativo a la certificación de eficiencia energética de edificios, refundiendo el Real Decreto 47/2007, de 19 de enero, con la incorporación del Procedimiento básico para la certificación de eficiencia energética de edificios existentes, teniendo en consideración además la experiencia de su aplicación en los cinco años previos.</p><p>La reciente aprobación de la Directiva (UE) 2018/844 del Parlamento Europeo y del Consejo, de 30 de mayo de 2018, de 30 de mayo de 2018, por la que se modifica la Directiva 2010/31/UE relativa a la eficiencia energética de los edificios y la Directiva 2012/27/UE relativa a la eficiencia energética, hace necesaria la transposición a nuestro ordenamiento jurídico de las modificaciones que esta directiva introduce.</p><p> </p><p>Los objetivos de esta nueva norma son los siguientes:</p><p> </p><ul><li>- Actualizar y ampliar el alcance del concepto de instalación técnica de un edificio.</li><li>- Mejorar el procedimiento para la certificación energética y el contenido de la calificación.</li><li>- Asegurar la calidad del certificado, a través de la posible revisión del nivel de cualificación y acreditación exigible para actuar como técnico competente.</li><li>- Adecuar de las bases de datos de certificados de eficiencia energética en Comunidades Autónomas, de modo que permitan una mejor recopilación de datos de consumo de energía medido o calculado en edificios.</li><li>- Mejorar y hacer más accesible la información sobre la eficiencia energética de los inmuebles que publiciten o promocionen para alquiler o venta.</li></ul><p> </p><p>Se proponen las siguientes cuestiones, de cara considerarse en la futura modificación:</p><p> </p><ul><li>1. ¿Qué factores considera que deben tenerse en cuenta para mejorar el procedimiento para la Certificación de la Eficiencia Energética en Edificios?</li><li>2. ¿Cómo cree que se debe informar de la eficiencia energética de una vivienda que se ofrece para su venta o alquiler?</li><li>3. ¿En qué otros casos opina que se debería exigir el Certificado de Eficiencia Energética en Edificios?</li><li>4. ¿Considera adecuados los requisitos que se exigen actualmente para poder ser un técnico competente para la certificación?</li></ul><p> </p><p>Se puede acceder al texto completo de la consulta pública previa en archivo adjunto.</p><p>También se adjuntan los ficheros para alegaciones en formato xlsx y ods.</p><p>La fecha límite para la recepción de observaciones y/o comentarios será el 8 de abril de 2019.</p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=301ede04-d001-4d2c-8e58-8e85b9dd2b49 Wed, 03 Apr 2019 00:00:00 +0200 2019-04-02T22:00:00 Consulta pública previa Proyecto de Real Decreto modificación Real Decreto 235/2013 procedimiento básico para la certificación de la eficiencia energética de los edificios Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-29T11:41:05 --><p> </p><p>El Real Decreto 235/2013, de 5 de abril, por el que se aprueba el procedimiento básico para la certificación de la eficiencia energética de los edificios, se está sometiendo a consulta pública hasta el 9 de abril.</p><p>La reciente aprobación de la Directiva (UE) 2018/844 del Parlamento Europeo y del Consejo, de 30 de mayo de 2018, de 30 de mayo de 2018, por la que se modifica la Directiva 2010/31/UE relativa a la eficiencia energética de los edificios y la Directiva 2012/27/UE relativa a la eficiencia energética, hace necesaria la transposición a nuestro ordenamiento jurídico de las modificaciones que esta directiva introduce.</p><p>Como es habitual en estos procedimientos, se trata inicialmente de responder a una serie de preguntas generales, en este caso cuatro, sobre las novedades que deben considerarse en la futura modificación.</p><p>En este <a href="https://energia.gob.es/es-es/Participacion/Paginas/Proyecto-Real-Decreto-modifica-Procedimiento-Certificaci%C3%B3n-Eficiencia-Edificios.aspx">enlace</a> puedes encontrar toda la información.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=24ee7c24-b418-4a1a-8776-0a7c7271b5d9 Fri, 29 Mar 2019 00:00:00 +0100 2019-03-28T23:00:00 Sometido a consulta pública hasta el 9 de abril RD sobre Certificación Energética Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-29T11:37:47 --><p> </p><p>El Congreso de Edificios Inteligentes ha anunciado el programa profesional del evento que tendrá lugar el 14 de mayo 2019 en el Colegio Oficial de Arquitectos de Madrid (COAM). El programa está caracterizado por su alto nivel técnico y de máxima relevancia para todos los profesionales relacionados con los sectores de la Edificación. Una Experiencia Internacional sobre el Aeropuerto de Dubái, dos Mesas Redondas, 12 Ponencias seleccionadas del llamamiento de comunicaciones y Experiencias de Mercado de las empresas patrocinadoras, componen el novedoso programa.</p><p> </p><p>El Congreso está dirigido a todos los actores vinculados con el diseño, construcción, gestión y mantenimiento de edificios, y está organizado por Grupo Tecma Red y el Colegio Oficial de Arquitectos de Madrid.</p><p> </p><p>El Consejo General de Colegios Oficiales de Ingenieros Industriales participa como Colaborador gracias a la gran implicación de nuestro compañero del COIIM Juan Layda.</p><p> </p><p>Por ello tenemos un 20% DESCUENTO EN LA INSCRIPCIÓN AL CONGRESO para todos los colegiados que quieran asistir. El plazo de inscripción está abierto hasta el 8 mayo 2019.</p><p> </p><p>Para ello, deben utilizar este <a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=6e39e5e6-834d-4ab1-9d1c-3e5d6229391c&amp;Cod=17d8a21f-32d2-4327-845a-a5e8c8c377f9&amp;Idioma=es-ES">código</a> al realizar la inscripción a través de la web: <a href="http://www.congreso-edificiosinteligentes.es/inscripciones">www.congreso-edificiosinteligentes.es/inscripciones</a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=65ded599-e0f7-44b7-936c-2fedb9f3c384 Fri, 29 Mar 2019 00:00:00 +0100 2019-03-28T23:00:00 V Congreso Edificios Inteligentes Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-29T11:32:58 --><p> </p><p>Para tu conocimiento indicarte que se encuentra disponible a través de la web del <a href="https://bit.ly/2TDn07T">BOE el Código Electrónico del Reglamento Electrotécnico para baja tensión e ITC</a>.</p><p>Estos códigos electrónicos se tratan de compilaciones de las principales normas vigentes del ordenamiento jurídico, permanentemente actualizadas, presentadas por distintas ramas (Constitución Española, Derecho Constitucional, Derecho Administrativo General, Organización Administrativa, Función Pública, Seguridad Vial, Transporte y Telecomunicaciones, Defensa y Seguridad, Energía,...). La colección completa se encuentra en este <a href="https://www.boe.es/legislacion/codigos/">enlace</a>.</p><p>Cada Código electrónico se ofrece para su descarga gratuita en los formatos electrónicos PDF y ePUB, para facilitar su almacenamiento y lectura en dispositivos electrónicos diversos. Los Códigos electrónicos también se pueden comprar en soporte papel en la tienda del BOE a un precio inferior de lo que costaría una impresión doméstica. Se presentan encuadernados en uno o varios tomos en formato de 240mm. x 165mm. Los Códigos electrónicos también se complementan con un sistema de alertas de actualización cuya suscripción se puede realizar a través de los servicios de BOE a la carta.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=defbb334-b3fb-4dba-aee7-907ca247c01a Fri, 29 Mar 2019 00:00:00 +0100 2019-03-28T23:00:00 Disponible Código Electrónico del Reglamento Electrotécnico para baja tensión e ITC Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-25T15:47:03 --><p> </p><p>Te informamos que, gracias a las gestiones realizadas desde el Consejo General de Colegios Oficiales de Ingenieros Industriales, se ha llegado un acuerdo con la empresa con la empresa Miller&amp;Co Ibérica para ofrecer en unas condiciones comerciales ventajosas para nuestros colegiados la compra de software profesional BIM.</p><p>Toda la información disponible la podéis encontrar pinchando en la f<a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=d6e54435-83bb-47fc-83a1-4cd149cd2bf1&amp;Idioma=es-ES">icha del convenio</a>.</p><p>Además, os recordamos que podéis disfrutar de otros muchos convenios y que podéis ver en el apartado de <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">Convenios</a>.</p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=06239481-0528-4b55-90b1-fcdceb78d7cf Mon, 25 Mar 2019 00:00:00 +0100 2019-03-24T23:00:00 Convenio Colectivo COIIAS con Miller & Co iBÉRICA Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-22T13:11:51 --><p> </p><p>El Juzgado Central de lo contencioso administrativo ha estimado el recurso interpuesto por el Consejo General de Colegios Oficiales de Ingenieros Industriales contra el Ministerio de Educación y Formación Profesional, por considerar que el título de ingeniero industrial es equiparable y produce los mismo efectos académicos que el Grado más Máster en Ingeniería Industrial.</p><p>Según la la Orden EFP/1015/2018, de 1 de Octubre (BOE de 3 de octubre de 2018), por la que se establecen las normas procedimentales aplicables a los concursos de traslados de ámbito estatal, &quot;&quot;los concursos se resolverán atendiendo a los baremos de méritos [...]&quot; y se otorgarán tres puntos más por estar en posesión del título de Máster en Ingeniería Industrial&quot;.</p><p>La asignación de estos puntos al Máster y no al Ingeniero Industrial quebranta los principios de igualdad, mérito y capacidad, produciéndose una discriminación del Ingeniero Industrial frente al Máster en Ingeniero Industrial y los artículos 23 y 14 de la CE y es por ello que el Tribunal ha estimado completamente el recurso interpuesto.</p><p><a href="https://ingenierosindustriales.es/wp-content/uploads/2019/03/Env_35656.pdf">DESCARGAR SENTENCIA</a></p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=ad2c3d53-5d64-4160-8276-0b3d1a573cee Fri, 22 Mar 2019 00:00:00 +0100 2019-03-21T23:00:00 El título de ingeniero Industrial es igual a efectos académicos que el Máster en Ingeniería Industrial Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-22T13:33:55 --><table border="0" cellpadding="0" cellspacing="0" cols="4" height="164" width="1825"><tr><td align="left" width="50%"><img alt="Escudo" height="130" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/OTD/COIIAS.JPG" width="214" /><a href="http://www.otdasturias.es/"><img alt="transf" border="0" height="135" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/OTD/OTD.png" style="HEIGHT: 94px; WIDTH: 548px" width="625" /></a><br /></td></tr></table><p><br /></p><table border="0" cellpadding="0" cellspacing="0" cols="3" width="100%"><tr><td width="10%"><p> </p><blockquote dir="ltr" style="MARGIN-RIGHT: 0px"><p><br /> </p></blockquote></td><td width="82%"><p> </p><p><strong><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">El Colegio Oficial de Ingenieros Industriales del Principado de Asturias</span></strong> <span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">ha sido designado por el Ministerio de Economía y Empresa, a través de la entidad pública Red.es, como</span> <a href="http://www.otdasturias.es"><strong><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Oficina de Transformaciòn Digital</span></strong></a> <strong><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">(OTD)</span></strong><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;; mso-bidi-font-weight: bold">en el Principado de Asturias.</span></p><p> </p><p><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">El objetivo de la OTD es <strong><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">fortalecer el ecosistema de soporte a la Pyme y autónomos en materia de transformación digital</span></strong>, lo que permitirá¡ mejorar y optimizar sus procesos y, por tanto, su productividad y competitividad.</span></p><p> </p><p><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Con motivo de la puesta en marcha de la OTD, me complace invitarte a la Jornada de Presentación que tendrá lugar en el Hotel de la Reconquista de Oviedo el día 04 de abril de 2019 a las 11:00 horas. El acto contará con la presencia de autoridades regionales destacadas y con el ponente</span> <a href="https://www.marcvidal.net/"><strong style="mso-bidi-font-weight: normal"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Marc Vidal</span></strong></a><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">. Durante el evento hablaremos de la transformación digital de la industria asturiana y se expondrán las actuaciones que realizaremos desde la OTD.</span></p><p> </p><p><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Puedes ver el programa e inscribirte</span> <a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Documentos/I01_OTD.pdf"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">AQUÍ.</span></a></p><p> </p><p> </p><p><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Esperando contar con tu presencia, recibe un cordial saludo,</span></p><p> </p><p> </p><p> </p><blockquote dir="ltr" style="MARGIN-RIGHT: 0px"><p class="MsoNormal" style="MARGIN: 0cm 0cm 0pt"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">José Esteban Fernández Rico</span></p><p class="MsoNormal" style="MARGIN: 0cm 0cm 0pt"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">Decano</span></p><p class="MsoNormal" style="MARGIN: 0cm 0cm 0pt"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">COLEGIO OFICIAL DE INGENIEROS INDUSTRIALES</span></p><p class="MsoNormal" style="MARGIN: 0cm 0cm 0pt"><span style="FONT-FAMILY: &quot;Arial&quot;,&quot;sans-serif&quot;">DEL PRINCIPADO DE ASTURIAS</span></p></blockquote><p class="MsoNormal" style="MARGIN: 0cm 0cm 0pt"><br /></p><div><br /></div><p><br /><br /> </p></td><td width="8%"> <br /></td></tr></table><p><br /></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=6e14981c-3143-421b-bf85-17979707aea2 Fri, 22 Mar 2019 00:00:00 +0100 2019-03-21T23:00:00 Jornada Inaugural Oficina de Transformación Digital Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 3.0.0.0 on 2019-03-20T11:27:00 --><ul><li></li><li>Esta semana el Colegio ha renovado el acuerdo con LOS ROBLES GERHOTELES ASTURIAS</li><li>Hotel adaptado con servicio de asistencia personal, perteneciente al grupo PSN</li><li>Toda la información disponible la podéis encontrar pinchando en la <a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=89586668-b74f-4e8f-8317-80959b0ed11d&amp;Idioma=es-ES">ficha</a> del convenio.</li><li>Además, os recordamos que podéis disfrutar de otros muchos <a href="http://coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">convenios</a> y que podéis ver en el apartado de Convenios.</li></ul> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=938edd53-aaa2-484d-ade3-8a9fb221b5fb Wed, 20 Mar 2019 00:00:00 +0100 2019-03-19T23:00:00 Nuevo Convenio de Colectivo COIIAS Los Robles Geronhotel Asturias Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-18T13:01:17 --><p> </p><p>Os recordamos que mañana, martes 19 de marzo, nuestras oficinas permanecerán cerradas por festividad. Os atenderemos en el horario habitual el miércoles.</p><p>¡Disculpad las molestias!</p><p> </p><p> </p><p><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/2019/Cierre.png" width="100%" /></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=906eb7c8-c535-4653-840c-5a653a650b2b Mon, 18 Mar 2019 00:00:00 +0100 2019-03-17T23:00:00 Cierre de las oficinas del COIIAS con motivo de la festividad de San José Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-18T10:53:54 --><p> </p><h4 class="TituloWeb">Jornada inaugural de la Oficina de Transformación Digital del COIIAS</h4><p>El Salón de la Reconquista del Hotel de la Reconquista de Oviedo será el escenario elegido para la presentación de la Oficina de Transformación Digital en Asturias (OTD Asturias).</p><p>En esta jornada contaremos con autoridades regionales destacadas y con el ponente estrella Marc Vidal. En ella hablaremos de la transformación digital de la industria asturiana y se expondrán las actuaciones que realizaremos desde la Oficina.</p><p> </p><p><br /><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/OTD/WEB.png" width="100%" /></p><p> </p><p> </p><h5 class="SubTituloWeb">OFICINA DE TRANSFORMACIÓN DIGITAL DEL COLEGIO OFICIAL DE INGENIEROS INDUSTRIALES DEL PRINCIPADO DE ASTURIAS</h5><p> </p><ul><li>El COIIAS seleccionado por el Ministerio de Economía y Competitividad para desarrollar programas que impulsen la economía digital y la innovación.</li><li>El objetivo de la OTD Asturias es fortalecer la competitividad de empresas Asturianas</li><li>Se desarrollarán más de 45 jornadas de difusión.</li></ul><p> </p><p>El Colegio de Ingenieros Industriales del Principado de Asturias (COIIAS) ha sido seleccionado por Red.es (entidad pública del Ministerio de Economía y Competitividad que desarrolla programas que impulsan la economía digital y la innovación) como la responsable en Asturias de liderar la Trasformación Digital en las empresas a través de una OTD (Oficina de Trasformación Digital).</p><p>El objetivo de la Oficina de Transformación Digital es fortalecer el ecosistema de soporte a la pyme en materia TIC, ofreciendo servicios de dinamización y apoyo en su proceso de transformación digital.</p><p>Las Oficinas de Transformación Digital puestas en marcha en toda España por el Ministerio de Economía y Empresa, a través de la entidad pública Red.es, cuentan con un presupuesto global de cinco millones de euros. Las actuaciones a realizar serán financiadas con cargo al Programa Operativo Plurirregional de España (POPE), Fondos Europeos de Desarrollo Regional (FEDER) del periodo de programación 2014-2020 y bajo el lema &quot;Una manera de hacer Europa&quot; que tiene entre sus objetivos mejorar el uso, la calidad y el acceso a las Tecnologías de la Información y la Comunicación (TIC).</p><p>Esta iniciativa se ejecuta en paralelo al Programa de Ayudas &quot;Asesores Digitales&quot;, dotado con otros cinco millones de euros a través del mismo tipo de Fondos Europeos y tiene por objetivo realizar Planes de Digitalización que ayuden a las pymes a incorporar las TIC en sus procesos: gestión del negocio, relación con terceros, comercio electrónico y digitalización de servicios o soluciones.</p><p>Se desarrollaran más de 45 actividades difusión orientadas a mejorar y optimizar sus procesos de las empresas y, por tanto, su productividad y competitividad.</p><p><br /><br /><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/OTD/Formulariogoogle.png" width="100%" /></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=43741d75-dce5-46cc-9d83-213b91bb4417 Fri, 15 Mar 2019 00:00:00 +0100 2019-03-14T23:00:00 Jornada inaugural de la Oficina de Transformación Digital de Asturias Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-05T17:47:12 --><p> </p><p>El Boletín Oficial de Castilla y León del 04/03/2019 publica el Edicto del TSJ de dicha Comunidad Autónoma, fechado el 18/02/2019, mediante el cual se publicita que, con dicha fecha, adquirió firmeza la Sentencia de 10/12/2018 del TSJ de Castilla y León anulando la modificación de la denominación de los Colegios Oficiales de Peritos e Ingenieros Técnicos de Castilla y León, y de su Consejo Autonómico, publicado en el BOCYL del 28/11/2016.</p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=37fe90c8-2d06-4b6e-8fd9-5888aa97b7bb Tue, 05 Mar 2019 00:00:00 +0100 2019-03-04T23:00:00 Firmeza de la Sentencia del TSJ de Castilla y León anulando la denominación de los COITI y de su Consejo General de CyL. Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-03-04T14:52:12 --><p><br /></p><p>El Instituto de la Ingeniería de España (IIE) organiza, por vez primera, en colaboración con la  Federación de Asociaciones de Ingenieros Industriales de España (FAIIE)  y el resto de Asociaciones/Federaciones que lo conforman, un congreso enfocado para todos los jóvenes ingenieros con profesión regulada de Ingeniero en España. Toda la información sobre el congreso puede consultarse en la web: <strong><a href="http://vgn4.mjt.lu/lnk/AMIAADCCoO4AAAAAAAAAAAX3rjcAAAACD-EAAAAAAAbWAABceRCaV2LHU_3VRKCuwijCW2UevgAGiKU/1/Dt2-pevGoqo6w42RAEV4kg/aHR0cHM6Ly93d3cuam9pbm1hZHJpZDIwMTkuY29tL3cvam9pbg" moz-do-not-send="true">https://www.joinmadrid2019.com/w/join</a></strong></p><p>Dicho primer encuentro multidisciplinar tiene como principal finalidad analizar y debatir la situación de los ingenieros jóvenes en España, y colaborar en la puesta en valor de su papel profesional en la sociedad, conforme al programa, elaborado en el IIE por una Comisión de Jóvenes Ingenieros, en el que encontrar respuesta a sus deseos e inquietudes: <strong style="mso-bidi-font-weight:normal"><a href="http://vgn4.mjt.lu/lnk/AMIAADCCoO4AAAAAAAAAAAX3rjcAAAACD-EAAAAAAAbWAABceRCaV2LHU_3VRKCuwijCW2UevgAGiKU/2/0WKwJJtJqM8j-IVfM9qFsQ/aHR0cHM6Ly93d3cuam9pbm1hZHJpZDIwMTkuY29tL3cvam9pbi8xMzY4Ny9wcm9ncmFtYQ" moz-do-not-send="true">https://www.joinmadrid2019.com/w/join/13687/programa</a></strong></p><h5 class="SubTituloWeb"><strong style="mso-bidi-font-weight:normal"><u><span style="font-size: 12pt; color: rgb(31, 73, 125);">Datos del Congreso</span></u></strong></h5><ul type="disc"><li>Fechas: 5 y 6 de abril</li><li>Lugar: Instituto de la Ingeniería de España. Calle del General Arrando, 38. 28010 Madrid</li><li>Dirigido a: Jóvenes ingenieros</li><li>Objetivo: poner en contacto a jóvenes ingenieros con grandes empresas y favorecer el networking entre ambos</li></ul><p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"> </p><h5 class="SubTituloWeb"><strong style="mso-bidi-font-weight:normal"><u><span style="font-size: 12pt; color: rgb(31, 73, 125);">Cuotas de Inscripción subvencionables por la FAIIE</span></u></strong></h5><p>Para promover la participación en el Congreso de jóvenes Ingenieros Industriales de todas las Asociaciones Territoriales de Ingenieros Industriales vinculadas a la FAIIE, desde nuestra Federación se asumirá el importe íntegro de la cuota de inscripción de 30 asistentes (15 jóvenes asociados Ingenieros Industriales y 15 estudiantes (vinculados a la Asociación en la modalidad escolar, preasociados o similar) cursando estudios de MII o GITI en una Universidad radicada en el ámbito territorial de una Asociación; uno por modalidad de cada una de las Asociaciones integradas en la FAIIE (Andalucía Occidental, Andalucía Oriental, Principado de Asturias, Bizkaia, Burgos y Palencia, Canarias Oriental, &quot;Julio Soler&quot; de Cantabria, Comunidad Valenciana, Extremadura, Galicia, León, Madrid, Región de Murcia, Santa Cruz de Tenerife) y la de Cataluña.</p><p>Dichas inscripciones deberán haber sido realizadas con anterioridad al 24/03/2019,cumplimentando el formulario existente en la dirección web:<a href="http://vgn4.mjt.lu/lnk/AMIAADCCoO4AAAAAAAAAAAX3rjcAAAACD-EAAAAAAAbWAABceRCaV2LHU_3VRKCuwijCW2UevgAGiKU/3/HW0UMYJpcDX4cqUFj7do9A/aHR0cHM6Ly93d3cuam9pbm1hZHJpZDIwMTkuY29tL3cvam9pbi8xMzgzNS9pbnNjcmlwY2lvbmVz" moz-do-not-send="true"><span style="font-size: 12pt;">https://www.joinmadrid2019.com/w/join/13835/inscripciones</span></a></p><p>Las peticiones de asistencia becada al Congreso deberán tramitarse por los interesados ante su respectiva Asociación Territorial. Ésta, en el ámbito de su autonomía, adoptará las decisiones que estime oportunas en cuanto a la posible subvención de cuotas de inscripción y gastos de desplazamiento. <strong style="mso-bidi-font-weight:normal">Cada Asociación podrá ofertar dos becas para dos asistentes, una por cada una de las modalidades anteriormente mencionadas, que se ofertarán como &quot;<em style="mso-bidi-font-style: normal">subvencionada íntegramente la cuota de inscripción por la Federación de Asociaciones de Ingenieros Industriales de España (FAIIE)&quot;</em></strong>. Finalizado el Congreso cada Asociación remitirá a la FAIIE copias de las transferencias del abono al IIE de la inscripción nominativa de ambos asistentes beneficiarios de la beca de la FAIIE, acompañadas de copia de los correspondientes certificados de asistencia expedidos por el IIE, procediendo a realizarse una transferencia bancaria de 100€ por asistente desde la cuenta de la FAIIE a la cuenta bancaria desde la que se hubiera satisfecho el abono de la cuota de inscripción al IIE.</p><p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"> </p><h5 class="SubTituloWeb"><strong style="mso-bidi-font-weight:normal"><u><span style="font-size: 12pt; color: rgb(31, 73, 125);">Cuotas de Inscripción regulares</span><br /></u></strong></h5><p>La cuota de inscripción regular de asistencia al Congreso se rige por el siguiente cuadro de tarifas:</p><table border="1" cellpadding="0" cellspacing="4"><thead><tr><td>Tipo de congresista</td><td>Hasta el 24 de marzo</td><td>Del 25 al 31 de marzo</td></tr></thead><tbody><tr><td>Asociados (*)</td><td>100 €</td><td>150 €</td></tr><tr><td>Estudiantes/asociados en paro (**)</td><td>70 €</td><td>120 €</td></tr><tr><td>No miembros de la FAIIE</td><td>200 €</td><td>250 €</td></tr></tbody></table><p>(*) Los inscritos en esta modalidad deberán acreditarlo aportando un certificado de su Asociación Territorial de pertenencia.</p><p>(**) Los inscritos en esta modalidad deberán acreditarlo aportando un documento acreditativo de encontrarse cursando estudios o en situación de desempleo.</p><p>Plazas limitadas. Se atenderán por orden de inscripción.</p><p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=3a5606f1-b69c-45ac-a8ee-22672b447966 Mon, 04 Mar 2019 00:00:00 +0100 2019-03-03T23:00:00 Congreso de Jovenes Ingenieros JOIN2019: cuotas de inscripción subvencionadas por la FAIIE Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-26T16:04:50 --><p> </p><p>El CGCOII (Consejo Generlal de Colegios Oficiales de Ingenieros Industriales), han llegado a un acuerdo con <a href="http://www.construmat.com/home">BBConstrumat</a> para promover conjuntamente la nueva zona de servicios profesionales, The Professional Spot, en la próxima edición del salón que tendrá lugar del 14 al 17 de mayo de 2019.</p><p>The Professional Spot es una iniciativa pionera en el ámbito de los eventos feriales del sector de la construcción en la cual los despachos de ingeniería industrial, arquitectura, arquitectura técnica, diseño de interiores, ingeniería de caminos, canales y puertos, ingeniería de obras públicas, o ingeniería técnica industrial ofrecerán sus servicios.No se permitirá mostrar o exponer producto de otros profesionales.</p><p>Es una gran oportunidad para exponer tus servicios junto a los líderes del sector en el evento de referencia que reúne a más de 400 empresas y recibe más de 54.000 visitas. </p><p> </p><h4 class="TituloWeb">¿Cómo participar?</h4><p>La participación es fácil, cómoda y económica. Tendrás un espacio diseñado exclusivamente para esta ocasión y que se adaptará a tus necesidades. ¿Quieres saber quién lo diseñará? Descúbrelo <a href="http://www.construmat.com/es/news/-/noticias/detalle/13397738/interview-with-josep-ferrando-architect-and-teacher">aquí</a>.</p><p>Requisitos para participar en este espacio:</p><ul><li>Los despachos deben ofrecer servicios profesionales de ingeniería industrial.</li><li>Estar colegiados en un colegio profesional que pertenezca al Consejo General de Colegios Oficiales de Ingenieros Industriales</li><li>Adquirir el compromiso de atender el espacio asignado durante los días contratados.</li></ul><p>Si quieres más información sobre cómo participar, rellena el <a href="http://www.construmat.com/servicios-profesionales">formulario de participación</a> y el equipo de BBConstrumat se pondrá en contacto contigo para darte todos los detalles.</p><p>Las plazas son limitadas y se asignarán por riguroso orden de contratación.</p><h5 class="SubTituloWeb">Tarifa para colegiados:</h5><ul><li>2 días de contratación: 395€</li><li>4 días de contratación: 495€</li><li>Esta finaliza el 8 de febrero de 2019.</li></ul><p> </p><h4 class="TituloWeb">¿Quieres venir a visitarnos?</h4><p>Link a la web del Salón para que puedan acreditarse <a href="https://registration.firabarcelona.com/#/es_ES/S025019/WEB ">AQUÍ</a></p><p><a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=6e39e5e6-834d-4ab1-9d1c-3e5d6229391c&amp;Cod=d304c9e0-6000-4c13-86a6-f0b3d7f7bbdb&amp;Idioma=es-ES">Código de invitación</a></p><p> </p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=ea3be0af-cfc0-49f9-a300-0ecb677f6bff Tue, 26 Feb 2019 00:00:00 +0100 2019-02-25T23:00:00 Promoción de los servicios profesionales de nuestros colegiados en CONSTRUMAT Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-26T12:23:35 --><p> </p><p>Esta semana hemos renovado los acuerdos con 2Fruela hoteles, Aesval, Cervantes centro de negocio, Llorente, Banco Sabadell y suscrito un nuevo acuerdo con España S.A. Compañía Nacional de Seguros, del los que todo/as nuestros/as colegiados/as podrán benerficiarse:</p><ul><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=86f31333-3517-4bb7-a84b-283e68e70eb5&amp;Idioma=es-ES">Fruela hoteles</a>. Descuentos especiales en la reserva de habitaciones.AESVAL <a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=a9ce2cc2-fad2-4050-ba18-4c10dcb657eb&amp;Idioma=es-ES">Aesval lógica de valoraciones</a>. Descuentos del 15% sobre la tarifa para valoraciones y uso grautito de la plataforma Aestimo.</li><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=d5e0b530-2a7b-4ac3-aab3-9dea9e82124d&amp;Idioma=es-ES">Cervantes centro de negocio</a>. Descuentos del 10% sobre las tarifas de alquiler de despachos, sala de reuniones, etc.</li><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=ca1d82ce-44f9-4b0d-8c54-a3a5a86b26df&amp;Idioma=es-ES">Llorente Asesores.</a> Asesoramiento integral a la actividad empresarial y profesional</li><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=2f98742f-4f66-4372-8ead-41bd1738b494&amp;Idioma=es-ES">Banco Sabadell</a>. Productos y servicios exclusivos y en condiciones preferentes</li><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=1c899051-f789-4832-9192-f641f953c5aa&amp;Idioma=es-ES">España S.A. Compañía Nacional de Seguros</a>. Servio de asesoramiento gratuito sobre los sistemas de previsión social y sus prestaciones.</li><li></li></ul><p>Además, os recordamos que podéis disfrutar de otros muchos convenios y que podéis ver en el <a href="http://coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">apartado de Convenios</a>.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=a4f24200-e8c4-44ce-82a9-d96a85cfa008 Tue, 26 Feb 2019 00:00:00 +0100 2019-02-25T23:00:00 Renovados los convenios con: Fruela hoteles, Aesval, Cervantes centro de negocio, Llorente, Banco Sabadell y Nuevo convenio con: España S.A. Compañía Nacional de Seguros Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-25T12:59:00 --><p> </p><p>Para tu conocimiento indicarte que con fecha 22.02.2019 el ministro de Fomento ha presentado ante el Consejo de Ministros la Agenda Urbana Española. Se trata de un documento estratégico, sin carácter normativo (por lo tanto, de adhesión voluntaria), que de acuerdo con los criterios indicados en la Agenda 2030, la nueva Agenda Urbana de las Naciones Unidas y la Agenda Urbana para la Unión Europea busca el logro de la sostenibilidad en las políticas de desarrollo urbano. Constituye asimismo un método de trabajo y un proceso para todos los actores, públicos y privados, que intervienen en las ciudades y que buscan un desarrollo equitativo, justo y sostenible desde sus distintos campos de actuación.</p><p>Esta estrategia de desarrollo urbano de carácter integrado ofrece un Decálogo de Objetivos Estratégicos:</p><ul><li>1.- Ordenar el territorio y hacer un uso racional del suelo, conservarlo y protegerlo.</li><li>2.- Evitar la dispersión urbana y revitalizar la ciudad existente.</li><li>3.- Prevenir y reducir los impactos del cambio climático y mejorar la resiliencia.</li><li>4.- Hacer una gestión sostenible de los recursos y favorecer la economía circular</li><li>5.- Favorecer la proximidad y la movilidad sostenible.</li><li>6.- Fomentar la cohesión social y buscar la equidad.</li><li>7.- Impulsar y favorecer la economía urbana</li><li>8.- Garantizar el acceso a la vivienda</li><li>9.- Liderar y fomentar la innovación digital</li><li>10.- Mejorar los instrumentos de intervención y la gobernanza</li></ul><p>Este decálogo despliega, a su vez, un total 30 objetivos específicos, y 291 líneas de actuación. Todo ello desde una amplia visión que incluye a todos los pueblos y ciudades con independencia de su tamaño y población, y bajo el triple prisma de la sostenibilidad económica, social y medio ambiental.</p><p>Se puede acceder al documento completo a través del siguiente <a href="http://www.aue.gob.es/sites/aue/files/aue_doc_completo_21_02_2019_0.pdf">enlace</a></p><p>Para más información al respecto, pinchar en el siguiente <a href="http://www.aue.gob.es/">enlace</a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=9ae7ab76-f93f-43c1-857d-757ed3a2a537 Mon, 25 Feb 2019 00:00:00 +0100 2019-02-24T23:00:00 Agenda Urbana Española Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-25T13:15:54 --><p> </p><p>El presente concurso pretende fomentar de manera didáctica, interactiva y dinámica la participación de los niños, jóvenes y mayores el uso responsable del entorno y la energía.</p><p>Esta II edición del concurso &quot;Planifica tu casa + sostenible&quot; pretende involucrar a los colegios de primaria y secundaria de nuestra Comunidad Autónoma, de un modo activo, colaborativo y didáctico, en el diseño de espacios residenciales más eficientes energéticamente, más respetuosos con el entorno y que puedan integrarse en nuestros pueblos y ciudades.</p><p>Proponemos para ello, que tu colegio nos muestre lo que puede imaginar para que un hogar tenga el mínimo consumo energético, se realice con fuentes de energía limpia, ahorre en consumo de agua, sea respetuoso con el entorno, no genere residuos, tenga un alto confort interior, aproveche la luz natural, ¿y por qué no?... Pueda generar su propia energía.</p><p>Puedes descargar en los documentos adjuntos las bases del concurso y programa</p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=89a91c78-0c04-463b-a781-a9beba6e3f08 Mon, 25 Feb 2019 00:00:00 +0100 2019-02-24T23:00:00 II Edición del concurso diseña tu casa+sostenible. Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-25T12:56:55 --><p> </p><p>Para tu conocimiento, indicarte que el pasado Consejo de Ministros de fecha 22.02.2019, a propuesta del Ministerio para la Transición Ecológica, ha tomado nota del anteproyecto de Ley de Cambio Climático y Transición Energética (LCCTE) que será el marco normativo e institucional que facilite y oriente la descarbonización de la economía española a 2050, tal y como establece la UE y el compromiso adquirido mediante la firma del Acuerdo de París.</p><p>Posteriormente, el Anteproyecto será sometido a información pública como a informe preceptivo de los Ministerios y del Consejo de Estado, y, una vez incorpore las aportaciones resultantes de este proceso, volverá al Consejo de Ministros para su aprobación.</p><p>Este Anteproyecto de Ley, que la Comisión Mixta Congreso/Senado para el Estudio del Cambio Climático recomendó elaborar al Gobierno ya en el año 2011, constituye un marco normativo que aporta estabilidad y certidumbre para orientar la descarbonización de los diferentes sectores de la economía española a 2050 y facilitar una transformación gracias a la cual el país ganará en prosperidad, seguridad, generación de empleo, innovación, desarrollo tecnológico y justicia social.</p><h5 class="SubTituloWeb">Objetivos para dar certidumbre</h5><p>El anteproyecto cuenta con dos grandes referencias temporales para reducir las emisiones de gases de efecto invernadero (GEI), introducir energías renovables y ser más eficientes en el uso de la energía: 2030 y 2050.</p><p>Así, para 2030 la meta es reducir las emisiones de GEI en al menos un 20% con respecto a 1990; generar el 70% de la electricidad con renovables; asegurar que al menos el 35% del consumo final de energía proviene de renovables; y mejorar la eficiencia energética en al menos un 35% respecto a un escenario tendencial.</p><p>El esfuerzo de reducción de emisiones que debe hacer España en la próxima década, para situarse en senda de alcanzar la neutralidad en carbono comprometida en 2050, es muy importante, ya que en los últimos cuatro años ha sido el país de la UE donde más han aumentado las emisiones. En 2017, por ejemplo, las emisiones fueron un 17,5% superiores a las de 1990. Una reducción del 20% respecto a 1990 en 2030 equivale a eliminar de nuestra cuenta de emisiones una de cada tres toneladas de dióxido de carbono (CO2).</p><p>En 2050, y en línea con la estrategia de descarbonización de la Unión Europea, las emisiones de GEI deberán reducirse al menos un 90% con respecto a 1990 y el sistema eléctrico deberá ser ya 100% renovable.</p><h5 class="SubTituloWeb">Impulso decidido a las energías renovables</h5><p>El Anteproyecto de Ley da un impulso decidido a las energías renovables. Para ello, se establece un objetivo anual de capacidad instalada, que podrá ser revisado, pero que incluye subastas de renovables de al menos 3.000 megavatios (MW) al año.</p><p>Además, el texto da un mandato al Gobierno para desarrollar nuevos marcos retributivos para la generación renovable, basados en el reconocimiento a largo plazo de un precio fijo por la energía generada y que se otorgarán mediante procedimientos de concurrencia competitiva, en los que se podrá distinguir entre distintas tecnologías de generación.</p><h5 class="SubTituloWeb">Los combustibles en la transición</h5><p>El Anteproyecto recoge que la aplicación de nuevos beneficios fiscales a productos energéticos de origen fósil deberá estar debidamente justificada por motivos de interés social, económico o atendiendo a la inexistencia de alternativas tecnológicas.</p><p>En ese sentido, el anteproyecto incluye la realización de un informe sobre el régimen fiscal aplicable a los productos energéticos de origen fósil, identificando aquellas ayudas y medidas que favorezcan su uso. En base a ese informe, se elaborará una propuesta de calendario para la revisión de tales ayudas y medidas consistentes con los objetivos de descarbonización.</p><p>En cuanto a la desinversión en productos energéticos de origen fósil, el Anteproyecto establece que en el plazo de dos años desde su entrada en vigor se elabore un estudio del estado de la situación y una propuesta de calendario para que la Administración General del Estado y los organismos y entidades que conforman el sector público estatal se desprendan de participaciones o instrumentos financieros de empresas o entidades cuya actividad mercantil esté relacionada con la extracción, refinado o procesado de productos energéticos de origen fósil.</p><p>Asimismo, la propuesta normativa prevé el fomento de combustibles alternativos, como el gas renovable, el biometano y el hidrógeno y, en el caso del transporte aéreo, de biocarburantes avanzados y otros combustibles renovables de origen no biológico, que deberán cumplir con los criterios de sostenibilidad definidos por la normativa europea.</p><p>A partir de la entrada en vigor de la ley, no se otorgarán nuevas autorizaciones para realizar actividades de exploración, permisos de investigación ni concesiones de explotación de hidrocarburos ni en tierra ni en aguas territoriales. Tampoco se podrán desarrollar actividades de fractura hidráulica, &quot;fracking&quot;, para la explotación de hidrocarburos. Asimismo, las prórrogas vigentes no podrán seguir más allá del 31 de diciembre de 2042.</p><h5 class="SubTituloWeb">Apuesta por la movilidad sostenible</h5><p>En España, el transporte es el responsable de más del 26% de las emisiones causantes del cambio climático, y del 42,1% de las de óxidos de nitrógeno, que tienen un efecto muy pernicioso para la salud.</p><p>Con el objetivo de avanzar hacia sistemas de movilidad más eficientes, seguros y respetuosos con la salud y el medio ambiente, el anteproyecto establece que se va a trabajar para alcanzar un parque de turismos y vehículos comerciales ligeros sin emisiones directas de CO2 en 2050.</p><p>En desarrollo de la senda de descarbonización a 2050, los turismos y vehículos comerciales ligeros nuevos, de conformidad con la normativa comunitaria, han de ser vehículos con emisiones de 0gCO2/km no más tarde del año 2040, tal y como recoge el borrador de Estrategia a Largo Plazo de la UE, presentado por la Comisión Europea el pasado diciembre.</p><p>A tal efecto y para aprovechar las oportunidades que la nueva movilidad brinda a nuestro sector de la automoción, el Gobierno trabajará para facilitar su adaptación a las nuevas tecnologías y a las demandas de los ciudadanos y se pondrán en marcha, junto con el Ministerio de Industria y el Instituto para la Diversificación y el Ahorro Energético (IDAE), medidas que faciliten la penetración de estos vehículos, como instrumentos de apoyo a la la I+D+i en el área de la automoción, o un plan de acompañamiento a este sector. Se creará también una Mesa de la Movilidad como órgano de reflexión y asesoramiento para este proceso, con la participación de todos los agentes implicados.</p><p>Paralelamente, el Gobierno elaborará una &quot;Estrategia de Movilidad Sostenible, Intermodal y Conectada&quot; que dará respuesta a los retos derivados del previsible crecimiento de la movilidad en los próximos años, a las desigualdad a la hora de acceder a modos de transporte más limpios, a la innovación y transformación digital en el transporte, y a la necesidad de una mejor planificación y eficiencia de las inversiones destinadas a infraestructuras de transporte.</p><p>Puesto que casi el 70% de las emisiones de CO2 se producen en las ciudades, el anteproyecto insta a los municipios de más de 50.000 habitantes a fomentar la introducción medidas de lucha contra el del cambio climático, entre otras, la creación de zonas de bajas emisiones no más tarde de 2023; la puesta en marcha de medidas para facilitar los desplazamientos a pie, en bicicleta u otros medios de transporte activo; la mejora y uso de la red de transporte público y su progresiva electrificación.</p><p>Para facilitar el despliegue de los nuevos vehículos limpios las grandes instalaciones de suministro de combustibles y carburantes a vehículos (aquellas que en el año 2018 tengan un volumen anual agregado de ventas de gasolina y gasóleo superior o igual a 5 millones de litros) deberán contar con al menos una infraestructura de recarga eléctrica de potencia igual o superior a 22 kW.</p><p>También se prevé que el sector del transporte marítimo y puertos reduzca paulatinamente sus emisiones, con un objetivo de cero emisiones directas en los puertos de competencia del Estado para el año 2050. Para ellos se promoverá, entre otras medidas, la articulación y consolidación de cadenas logísticas sostenibles con origen o destino en puertos, de forma que se reduzcan las emisiones.</p><h5 class="SubTituloWeb">Movilización de recursos</h5><p>Con el fin de incentivar una economía baja en carbono y resiliente al cambio climático se establece que al menos el 20% de los Presupuestos Generales del Estado tenga un impacto positivo en la transición hacia un desarrollo bajo en carbono, exceptuando los recursos transferidos a las Administraciones territoriales, así como los gastos que, por su propia naturaleza, no tienen incidencia directa en el cambio climático. Este objetivo se revisará al alza antes de 2025.</p><p>Por otro lado, a partir de 2020, los ingresos procedentes de las subastas de derechos de emisión de gases de efecto invernadero serán empleados para el cumplimiento de los objetivos en materia de cambio climático y transición energética, y las leyes de Presupuestos Generales del Estado de cada año podrán destinar hasta el 30% de los mismos a medidas de acompañamiento para la transición justa.</p><h5 class="SubTituloWeb">Contratación pública</h5><p>Los criterios de reducción de emisiones y de huella de carbono se incorporarán a la contratación de la Administración General del Estado (AGE) y del conjunto de organismos y entidades del sector público estatal. Además, la redacción de proyectos, contratos o concesiones de obra que se liciten a partir de la entrada en vigor de esta Ley tendrán que seguir criterios de consumo de energía casi nulo, o uso de materiales de construcción sostenibles, entre otros.</p><p>La AGE y el conjunto de organismos y entidades del sector público estatal únicamente podrán arrendar inmuebles que tengan la consideración de edificación con consumo de energía casi nulo conforme a la versión vigente en 2020 del Código Técnico de Edificación. Los contratos de arrendamiento en vigor que no cumplan estas condiciones no podrán prorrogarse más allá de 2030.</p><h5 class="SubTituloWeb">Sector financiero</h5><p>Con el fin de llevar a cabo un proceso de aprendizaje que conduzca a identificar y anticipar situaciones potencialmente arriesgadas para la economía española, las entidades cotizadas, de crédito, aseguradoras y reaseguradoras y sociedades de gran tamaño deben elaborar un informe anual en el que se haga una evaluación del impacto financiero sobre su entidad de los riesgos asociados al cambio climático generados por la exposición a éste de su actividad.</p><p>Además, se establece que el Banco de España, la Comisión Nacional del Mercado de Valores (CNMV) y la Dirección General de Seguros y Fondos de Pensiones, elaboren conjuntamente, cada dos años, un informe de evaluación de riesgos para el sistema financiero español derivados del cambio climático y de las políticas para combatirlo. Este informe contendrá sugerencias para mitigar el riesgo del sistema financiero y será remitido al Congreso de los Diputados.</p><h5 class="SubTituloWeb">Adaptación al cambio climático</h5><p>La adaptación a los impactos del cambio climático pasa, por primera vez, a tener reconocimiento en una Ley. Como novedades más relevantes se establecen objetivos para fomentar la resiliencia y la adaptación frente al cambio climático. Asimismo, se señala que el Plan Nacional de Adaptación al Cambio Climático se desarrollará mediante Programas de Trabajo que se aplicarán en periodos de cinco años y cuyos resultados serán revisados periódicamente. Esas revisiones se tomarán como referencia para preparar las propuestas a incluir en el siguiente Programa. El Plan Nacional de Adaptación también se desarrollará mediante planes sectoriales.</p><p>El Anteproyecto de Ley da un paso más y recoge, por primera vez, la definición de un sistema de indicadores de impactos del cambio climático en España y medidas de adaptación, que facilite un seguimiento y evaluación de las políticas públicas que se hacen en esta materia y la necesidad de elaborar informes de riesgos.</p><p>Por otro lado, se trabajará en la integración de los riesgos derivados del cambio climático en la planificación y gestión hidrológica, en la costa, en las infraestructuras del transporte y en la ordenación de los usos del suelo. Asimismo, se prevén medidas para la protección de la biodiversidad y sus hábitats frente al cambio climático y disposiciones relativas a la política forestal y desarrollo rural.</p><p>Educación e innovación</p><p>El Anteproyecto de Ley pretende promover la implicación de la sociedad española en las respuestas frente al cambio climático, reforzando el conocimiento, la capacitación en los nuevos nichos de trabajo del futuro y la responsabilidad social frente al mismo.</p><p>A tal fin el Ministerio de Educación y Formación Profesional revisará los distintos itinerarios formativos y de habilitación profesional. El texto contempla la elaboración de un Plan de Formación para impulsar el empleo en los sectores que serán motores de crecimiento económico en la transición hacia un desarrollo bajo en carbono.</p><p>La investigación, desarrollo e innovación en materia de lucha contra el cambio climático y transición energética se incluirá entre las prioridades de los sucesivos instrumentos de planificación estatales en el ámbito de la investigación, la ciencia y la tecnología.</p><h5 class="SubTituloWeb">Marco estratégico</h5><p>El Marco estratégico de Energía y Clima cuenta con otros dos pilares fundamentales para asegurar una transición ordenada y solidaria, que también ha recibido luz verde del Consejo de Ministros, se trata del primer borrador del Plan Nacional Integrado de Energía y Clima (PNIEC), 2021-2030 y de la Estrategia de Transición Justa.</p><p>El borrador del primer PNIEC (2021-2030), remitido a la Comisión Europea, es la herramienta de planificación estratégica nacional que integra la política de energía y clima, y refleja la contribución de España a la consecución de los objetivos establecidos en el seno de la Unión Europea. También recoge los esfuerzos que tienen que hacer todos los sectores a 2030 (energético, industrial, transporte, agricultura, residencial, residuos, así como las aportaciones de los sumideros naturales).</p><p>La Estrategia de Transición Justa optimizará las oportunidades de empleo para que ningún territorio ni trabajador se vea afectado por la transición hacia un desarrollo bajo en carbono.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=cd1657e8-4eee-4876-8387-e27e79a874e5 Mon, 25 Feb 2019 00:00:00 +0100 2019-02-24T23:00:00 Anteproyecto de Ley de Cambio Climático y Transición Energética (LCCTE) Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-22T20:52:28 --><p><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/Cursos/FEMETAL_SOLD.pdf" title=""><img alt="" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/Cursos/FEMETAL_SOLD.jpg" width="100%" /></a></p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=3b1e3ee8-5872-4bc8-8544-c21ebbbe6b1d Fri, 22 Feb 2019 00:00:00 +0100 2019-02-21T23:00:00 Curso Fundación Metal Asturias ingeniero de Soldadura Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-22T11:29:09 --><p><br />Te informamos que, gracias a las gestiones realizadas desde el Consejo General de Colegios Oficiales de Ingenieros Industriales, se ha llegado un acuerdo con la empresa CYPE Ingenieros S.A. para ofertar a nuestros colegiados software profesional en unas condiciones comerciales muy ventajosas.</p><p>Toda la información disponible la podéis encontrar pinchando en la <a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=26e6815f-1a35-48d4-83dd-c6dd2a4068e1&amp;Idioma=es-ES">ficha del convenio</a>.</p><p>Además, os recordamos que podéis disfrutar de otros muchos convenios y que podéis ver en el apartado de <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">Convenios</a>.</p><p> </p><p>CYPE_CONSEJO</p><p> </p><p><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Convenios/2019/cype_2019.pdf" title="CYPE_CONSEJO"><img alt="CYPE_CONSEJO" src="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Convenios/2019/cype_2019.jpg" width="100%" /></a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=997250a5-e80d-4672-b02f-ca90a375fe74 Fri, 22 Feb 2019 00:00:00 +0100 2019-02-21T23:00:00 Renovado el convenio con CYPE Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-20T11:31:16 --><p> </p><p>Ya está disponible un nuevo eBoletín de <a href="http://www.revistadyna.com/doc/Boletines/201902-1/Newsletter_201902-1.html">febrero de 2019</a> de la revista Dyna, puede consultarlo en este enlace.</p><p>DYNA es el Órgano Oficial de Ciencia y Tecnología de la Federación de Asociaciones de Ingenieros Industriales de España (FAIIE).</p><p>Considerada como una de las revistas técnico-científica más prestigiosas, presenta a lo largo de sus seis ediciones anuales de 120 páginas, gran variedad de temas que van desde los puramente técnicos, hasta aspectos de la actualidad, como organización industrial, desarrollo sostenible, responsabilidad corporativa, enfermedad profesional, innovación, etc.</p><p>Todos los suscriptores de alguna de las revistas DYNA reciben los eBoletines por defecto, pero Si NO es suscriptor y desea darse de alta para recibir por email los e-Boletines, haga clic <a href="https://www.revistadyna.com/Usuarios/RegistroPersonas.aspx?IdMenu=732727a3-2cec-4873-a53c-ab99004fa840&amp;IdDocumento=4135&amp;Tipo=DE">AQUI</a> y cumplimente los datos del formulario.</p><p>Puedes consultar este y otros boletines de la revisa dyna <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=d6b2549c-2261-4648-acfa-f879fae772a9&amp;Idioma=es-ES">AQUÍ</a></p><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=4c46430d-a638-442f-a879-4675f6374c62 Wed, 20 Feb 2019 00:00:00 +0100 2019-02-19T23:00:00 eBoletín Revista Dyna febrero 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-20T15:35:01 --><p> </p><p>El Ministerio de Industria, Comercio y Turismo ha publicado una nueva versión de la guía técnica de aplicación del Reglamento de seguridad contra incendios en establecimientos industriales.</p><p>Esta guía técnica, de carácter no vinculante, establece aclaraciones en conceptos de carácter general.</p><p>Se aplicará en los siguientes establecimientos industriales:</p><ul><li>Industrias</li><li>Almacenamientos industriales</li><li>Talleres de reparación y los estacionamientos de vehículos destinados al servicio de transporte de personas y transporte de mercancías</li><li>Servicios auxiliares o complementarios de las actividades.</li><li>Y otros.</li></ul><p>Puedes descargar AQUÍ la <a href="http://www.f2i2.net/documentos/lsi/SegIncEstInd/20190218%20v2%20GUIA_TECNICA_RSCIEI.pdf">guía técnica</a></p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=dc485815-a05e-4881-bce8-911ad4a38e1b Wed, 20 Feb 2019 00:00:00 +0100 2019-02-19T23:00:00 Técnica de aplicación del Reglamento de Seguridad Contra Incendios en Establecimientos Industriales Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-19T16:13:25 --><p> </p><p>Según el Real Decreto 706/2017, de 7 de julio, por el que se aprueba la instrucción técnica complementaria MI-IP 04 «Instalaciones para suministro a vehículos» y se regulan determinados aspectos de la reglamentación de instalaciones petrolíferas, en su disposición adicional primera cita que se publicará una guía técnica de carácter no vinculante para la aplicación práctica de la ITC.</p><p>Es por eso que, por medio de la presente circular, se informa de que se ha colgado en la página Web del Ministerio de Industria, Comercio y Turismo la Guía técnica de aplicación práctica de la Instrucción Técnica Complementaria MI-IP 04 &quot;Instalaciones para suministro a vehículos&quot;.</p><p>Se adjunta el enlace para obtener la Guía técnica. <a href="http://www.f2i2.net/documentos/lsi/InstPetroliferas/Guia_Aplicacion_IP_04_2019.pdf">Guía MI-IP 04 Instalaciones para suministro a vehículos</a>.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=e0ccc35d-65b0-4b22-9363-e80f17b809ca Tue, 19 Feb 2019 00:00:00 +0100 2019-02-18T23:00:00 GUÍA TÉCNICA DE APLICACIÓN PRÁCTICA DE LA INSTRUCCIÓN TÉCNICA COMPLEMENTARIA MI-IP 04 “INSTALACIONES PARA SUMINISTRO A VEHÍCULOS Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-14T15:28:59 --><p> </p><p>El IDAE ha publicado en su web para consulta pública los borradores de modelos de:</p><ul><li>Pliegos de cláusulas administrativas</li><li>Pliegos de cláusulas técnicas</li></ul><p>para la contratación de los servicios energéticos de los edificios de las administraciones públicas.</p><p>La publicación de la nueva Ley 9/2017, de 8 de noviembre, de Contratos del Sector Público, y los cambios introducidos en la tipología jurídica de su texto normativo, así como la adaptación da la guía que, acerca del tratamiento estadístico en las cuentas públicas de los Contratos de Rendimiento Energético (EPC), publicó la Oficina Estadística de la Unión Europea (EUROSTAT), han invitado al IDAE a adecuar sus modelos de pliegos para la contratación de las empresas de servicios energéticos, bajo la tipología de contrato mixto de suministro y servicios con inversión para los edificios de las administraciones públicas.</p><p>Entre las ventajas que estos contratos ofrecen para el sector público está el que las inversiones de mejora de la eficiencia energética se financian directamente de los ahorros y que el sector privado asume los riesgos de las obras e instalaciones necesarias, pudiendo garantizar el ahorro de energía, basándose en su experiencia para ayudar a conseguir las mejores soluciones técnicas.</p><p>En el siguiente <a href="http://www.idae.es/tecnologias/eficiencia-energetica/edificacion/edificios-publicosconsulta-publica-sobre-los-borradores-de-modelos-de-pliegos-de-clausulas-administrativas-y-tecnicas">enlace</a> puedes encontrar toda la información.</p><p>Fecha límite para la remisión de observaciones: hasta el 8 de marzo de 2019, inclusive.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=27cdd72a-f7cb-4ded-baf5-c7e113b9c62e Thu, 14 Feb 2019 00:00:00 +0100 2019-02-13T23:00:00 Publicado el borrador del modelo de pliegos para la contratación de servicios energéticos de las administraciones públicas Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-12T14:47:42 --><p> </p><p>En el marco de las actuaciones que se están llevando a cabo como consecuencia del Brexit, te hago llegar la reciente Comunicación de la Comisión Europea, de repercusiones del Brexit sobre las Normas de la Unión EN MATERIA DE PRODUCTOS INDUSTRIALES por entender que podría ser de interés de vuestros asociados, por lo que os ruego procedáis a darles traslado para su conocimiento.</p><p> </p><ul><li><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/2019/Brexit2.pdf">RETIRADA DEL REINO UNIDO Y NORMAS DE LA UNIÓN EN MATERIA DE PRODUCTOS INDUSTRIALES1</a></li><li><a href="http://www.coiias.es/Adjuntos/COIIAL/Archivos/Noticias/2019/Brexit1.pdf">QUESTIONS AND ANSWERS RELATED TO THE UNITED KINGDOM'S WITHDRAWAL FROM THE EUROPEAN UNION WITH REGARD TO INDUSTRIAL PRODUCTS</a></li></ul><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=271298c1-8be1-4ac4-aeff-4cbb9492091b Tue, 12 Feb 2019 00:00:00 +0100 2019-02-11T23:00:00 Repercusiones del BREXIT sobre NORMAS DE LA UNIÓN EN MATERIA DE PRODUCTOS INDUSTRIALES Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-12T16:11:56 --><p> </p><p>En el BOE de hoy han salido publicadas las siguientes convocatorias de proceso selectivo para ingreso en el Cuerpo de Astrónomos, Cuerpo de Ingenieros Geógrafos y Escala de Técnicos Facultativos Superiores de Organismos Autónomos del Ministerio de Fomento.</p><p> </p><h5 class="SubTituloWeb">Cuerpo de Astrónomos</h5><p>Resolución de 31 de enero de 2019, de la Subsecretaría, por la que se convoca proceso selectivo para ingreso, por el sistema general de acceso libre, en el Cuerpo de Astrónomos.</p><ul><li>- Se convoca proceso selectivo para cubrir 6 plazas del Cuerpo de Astrónomos, Código 1105, por el sistema general de acceso libre, de las comprendidas en el Real Decreto 955/2018, de 27 de julio (BOE del 31).</li><li>- Se requiere estar en posesión o tener cumplidas las condiciones para obtener el título de Licenciado, Ingeniero, Arquitecto o Grado a la fecha de finalización del plazo de presentación de instancias.</li><li>- Las solicitudes deberán cumplimentarse electrónicamente en el modelo oficial, al que se accederá, con carácter general, a través del punto de acceso general <a href="http://administracion.gob.es/PAG/ips.">http://administracion.gob.es/PAG/ips.</a></li><li>- La solicitud deberá presentarse en el plazo de veinte días hábiles contados a partir del día siguiente al de la fecha de publicación de esta convocatoria en el «Boletín Oficial del Estado» y se dirigirá a la Subsecretaría de Fomento.</li><li>- Para más información, pinchar en el siguiente <a href="https://www.boe.es/boe/dias/2019/02/12/pdfs/BOE-A-2019-1893.pdf">enlace</a></li></ul><p> </p><h5 class="SubTituloWeb">Cuerpo de Ingenieros Geógrafos</h5><p>Resolución de 1 de febrero de 2019, de la Subsecretaría, por la que se convoca proceso selectivo para ingreso, por el sistema general de acceso libre y promoción interna, en el Cuerpo de Ingenieros Geógrafos.</p><ul><li>- Se convoca proceso selectivo para cubrir 11 plazas del Cuerpo de Ingenieros Geógrafos, código 1103, por el sistema general de acceso libre y 2 de acceso por promoción interna, de las comprendidas en el Real Decreto 955/2018, de 27 de julio («BOE» del 31).</li><li>- Se requiere estar en posesión o tener cumplidas las condiciones para obtener el título de Licenciado, Ingeniero, Arquitecto o Grado a la fecha de finalización del plazo de presentación de instancias.</li><li>- Las solicitudes deberán cumplimentarse electrónicamente en el modelo oficial, al que se accederá, con carácter general, a través del punto de acceso general <a href="http://administracion.gob.es/PAG/ips">http://administracion.gob.es/PAG/ips</a>.</li><li>- La solicitud deberá presentarse en el plazo de veinte días hábiles contados a partir del día siguiente al de la fecha de publicación de esta convocatoria en el «Boletín Oficial del Estado» y se dirigirá a la Subsecretaría de Fomento.</li><li>- Para más información, pinchar en el siguiente <a href="https://www.boe.es/boe/dias/2019/02/12/pdfs/BOE-A-2019-1894.pdf">enlace</a></li></ul><p> </p><h5 class="SubTituloWeb">Escala de Técnicos Facultativos Superiores de Organismos Autónomos del Ministerio de Fomento</h5><p>Resolución de 1 de febrero de 2019, de la Subsecretaría, por la que se convoca proceso selectivo para ingreso, por el sistema general de acceso libre, en la Escala de Técnicos Facultativos Superiores de Organismos Autónomos del Ministerio de Fomento, especialidad Transporte Aéreo.</p><ul><li>- Se convoca proceso selectivo para cubrir 6 plazas de la Escala de Técnicos Facultativos Superiores de Organismos Autónomos del Ministerio de Fomento, Código 6200A, por el sistema general de acceso libre de las comprendidas en el Real Decreto 955/2018, de 27 de julio («BOE» del 31).</li><li>- Se requiere estar en posesión o tener cumplidas las condiciones para obtener el título de Licenciado, Ingeniero, Arquitecto o Grado a la fecha de finalización del plazo de presentación de instancias.</li><li>- Las solicitudes deberán cumplimentarse electrónicamente en el modelo oficial, al que se accederá, con carácter general, a través del punto de acceso general <a href="http://administracion.gob.es/PAG/ips">http://administracion.gob.es/PAG/ips</a>.</li><li>- En todo caso, la solicitud deberá presentarse en el plazo de veinte días hábiles contados a partir del día siguiente al de la fecha de publicación de esta convocatoria en el «Boletín Oficial del Estado» y se dirigirá a la Subsecretaría de Fomento.</li><li>- Para más información, pinchar en el siguiente <a href="https://www.boe.es/boe/dias/2019/02/12/pdfs/BOE-A-2019-1895.pdf">enlace</a></li></ul><p> </p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=6260c6ca-2a3f-4894-adbb-5adb533f5af3 Tue, 12 Feb 2019 00:00:00 +0100 2019-02-11T23:00:00 onvocatoria procesos selectivos Cuerpo de Astrónomos, Cuerpo de Ingenieros Geógrafos y Escala de Técnicos Facultaivos Superiores de Organismos Autónomos del Ministerio de Fomento Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-12T14:42:48 --><p> </p><p>Para tu conocimiento indicarte que en el BOE del pasado 30.01.2019 (ver archivo adjunto) se publicó la convocatoria del proceso selectivo para cubrir 28 plazas de las Escala de Titulados Superiores del Instituto Nacional de Seguridad e Higiene en el Trabajo.</p><h5 class="SubTituloWeb">Proceso selectivo</h5><p>El proceso selectivo se realizará mediante el sistema de oposición, con las valoraciones, ejercicios y puntuaciones que se especifican en el anexo I.</p><p>El programa que ha de regir el proceso selectivo es el que figura como anexo II a esta Resolución.</p><h5 class="SubTituloWeb">Titulación</h5><p>Estar en posesión del título de Doctor, Licenciado, Ingeniero, Arquitecto o Grado o tener cumplidas las condiciones para obtenerlo en la fecha de finalización del plazo de presentación de solicitudes.</p><p> </p><h5 class="SubTituloWeb">Solicitudes</h5><p>El plazo de presentación de solicitudes finalizará el 27 de febrero de 2019.</p><p>La solicitud de participación en las pruebas selectivas se deberá cumplir electrónicamente, utilizando el modelo oficial 790, al que se accede a través del Punto de Acceso General en la url: <a href="https://ips.redsara.es/IPSC/action/secure/buscarConvocatorias.do?form=L">https://ips.redsara.es/IPSC/action/secure/buscarConvocatorias.do?form=L</a> y siguiendo las instrucciones del anexo IV.</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=191e9337-4fea-4171-b980-63883c57ac1d Tue, 12 Feb 2019 00:00:00 +0100 2019-02-11T23:00:00 Convocatoria proceso selectivo Escala de Titulados Superiores del Instituto Nacional de Seguridad e Higiene en el Trabajo Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-02-05T14:56:48 --><p> </p><p>La Revista DYNA, en colaboración con Editores invitados de la UPV/EHU y del Instituto de Hidráulica Ambiental de Cantabria de la Universidad de Cantabria (IHCantabria), le invitan a presentar trabajos que muestren con rigor nuevos conceptos, desarrollos y estados del arte completos y comentados, referentes al fenómeno de cambio climático y la implementación de las energías renovables, los cuales serán publicados en un número especial en Noviembre de este año.</p><p>Editores invitados:</p><ul><li>Dr. Jesús María Blanco, profesor titular de universidad de la Escuela de Ingeniería de Bilbao, Departamento de Ingeniería Nuclear y Mecánica de Fluidos, Universidad del País Vasco.</li><li>Dr. Raúl Guanche, Dr. Ingeniero de Caminos Canales y Puertos del Instituto de Hidráulica Ambiental de Cantabria &quot;IHCantabria&quot;, Grupo de Ingeniería Offshore y Energías Marinas, Universidad de Cantabria.</li></ul><p>La Revista DYNA es órgano oficial de ciencia y tecnología de la Federación de Asociaciones de Ingenieros Industriales de España y cuenta con un factor de impacto en JCR = 0.52. Tiene un fuerte entronque con la industria y diversos ámbitos anexos de la tecnología. Además, es considerado un canal de difusión de resultados contrastados y de excelencia tecnológica.</p><p>Se entenderían incluidos en este número temáticas tales como:</p><ul><li>Influencia del cambio climático en el entorno urbano y en las soluciones constructivas</li><li>Integración de las energías renovables en la edificación</li><li>Implementación de la energía solar y eólica en nuevos espacios e infraestructuras</li><li>Nuevos desarrollos en energía eólica on-shore</li><li>Avances en energías renovables marinas: eólica, undimotriz y energía de las corrientes</li><li>Eficiencia energética en la edificación</li><li>Nuevas estrategias para la evaluación del impacto ambiental de las instalaciones energéticas renovables</li></ul><p>Adaptación al cambio climático de entornos urbanos sostenibles</p><ul><li>Adaptación al cambio climático de instalaciones industriales</li><li>Niveles de confort en entornos urbanos</li><li>Nuevos materiales en el desarrollo de las energías renovables</li><li>Energías renovables y almacenamiento en generación eléctrica.</li><li>Integración de las energías renovables en el mix de generación eléctrica</li><li>Valoración de inversiones en energías renovables</li></ul><p>Se entiende que los trabajos a ser presentados deben contener un valor científico que destaque sobre el estado del arte, aportando originalidad, utilidad, claridad y conclusiones fundamentadas, siguiendo el estilo de las revistas científicas reconocidas. Se aceptan artículos de revisión si suponen la exposición bibliográfica de una tecnología de una forma crítica y analizada.</p><p>Las instrucciones, formatos y medio de envío de los trabajos se encuentran en el siguiente link: <br /><a href="https://www.revistadyna.com/directrices-normas-e-impresos">https://www.revistadyna.com/directrices-normas-e-impresos</a></p><p> </p><p>Una vez aceptado el artículo mediante un proceso de revisión &quot;por pares&quot;, DYNA solicitará un copago al autor de 500 €/artículo, que cubre parte de los gastos de edición de la revista en formato impreso. Existe la opción open access con un coste adicional de 400 €/artículo.</p><p>Puntos fuertes para autores:</p><ul><li>Rápida evaluación: 30 días naturales</li><li>Publicación en abierto opcional (open access)</li><li>Publicación online inmediata opcional antes de la impresión (proceso acelerado de asignación DOI)</li><li>Idiomas de publicación: español ó inglés</li><li>Audiencia: 105.000 ingenieros/investigadores</li></ul><p>Fecha límite para la entrega de trabajos: 1 de Mayo de 2019</p><p>Enviar los artículos a través del formulario web:<a href="https://www.revistadyna.com/envio-de-articulos-dii ">https://www.revistadyna.com/envio-de-articulos-dii</a> </p><p>Fuente: Revista dyna</p><p> </p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=d3096ba5-4b44-405e-9876-aca753cba9d0 Tue, 05 Feb 2019 00:00:00 +0100 2019-02-04T23:00:00 CALL FOR PAPERS: Energías Renovables y cambio climático 2019 Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!-- Generated by XStandard version 2.0.5.0 on 2019-01-30T13:16:19 --><p> </p><p>Continuamos trabajando en la renovación/actualización de los convenios del COIIAS. Renovados los acuerdos con Hoteles Barceló y Mapfredel los que todo/as nuestros/as colegiados/as podrán benerficiarse:</p><ul><li><a href="http://coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=5381d02c-6c01-4bb1-9a36-46e2365c7bd3&amp;Idioma=es-ES">Hoteles Barceló.</a> 10% de descuento en tus estancias de ocio, efectuadas las reservas a través de la web de Barceló.</li><li><a href="http://www.coiias.es/Canales/Ficha.aspx?IdMenu=292d12b7-ff2d-411e-af43-2285edf4ca74&amp;Cod=ec850acd-9566-44a0-b364-125af43196c4&amp;Idioma=es-ES">MAPFRE (Marta Uruñuela de la Rica, Agente Exclusivo)</a>. Condiciones especiales en la contratación de seguro Médico.</li></ul><p><br />Toda la información disponible la podéis encontrar pinchando en la ficha del convenio.</p><p>Además, os recordamos que podéis disfrutar de otros muchos convenios y que podéis ver en el apartado de <a href="http://www.coiias.es/Contenidos/Ficha.aspx?IdMenu=020ee55a-03d5-44d9-8a02-8d56823ca475&amp;Idioma=es-ES">Convenios</a>.</p> http://www.coiias.es/Canales/Ficha.aspx?IdMenu=a1a058ed-d4b7-44d2-ad56-5c4c27257753&Cod=ecd44295-91a6-4aa5-ae12-d7fbed07b8f3 Wed, 30 Jan 2019 00:00:00 +0100 2019-01-29T23:00:00 Renovados los convenios con Hoteles Barceló y Mapfre Colegio Oficial de Ingenieros Industriales del Principado de Asturias <!DOCTYPE html><html> <head> <meta http-equiv="content-type" content="text/html; charset=windows-1252"> </head> <body bgcolor="#ffffff"> <div>&nbsp;</div> <blockquote type="cite" cite="mid:365393ee-2f90-8dc3-879f-c344bb72975c@coiias.es" id="mid_365393ee_2f90_8dc3_879f_c344bb72975c_coiias_es" 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style="font-size:10.0pt;font-family:&quot;Helvetica&quot;,&quot;sans-serif&quot;;color:#26282A"><o:p>&nbsp;</o:p></span></p> <div> <div id="ydpcc23ca40yiv7279156751"> <div> <div> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="padding:0cm 0cm 0cm 0cm" valign="top"> <div align="center"> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="padding:0cm 0cm 0cm 0cm"> <div align="center"> <table class="MsoNormalTable" style="width:529.5pt;background:white;border-collapse:collapse" width="706" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="padding:0cm 0cm 0cm 0cm"><br> </td> </tr> <tr> <td style="padding:0cm 0cm 0cm 11.25pt"> <p class="MsoNormal" style="margin-bottom:12.0pt;text-align:center" align="center"> <span style="font-size:9.0pt;font-family:&quot;Gotham Book&quot;">Convocatoria Premios Nacionales de la Ingeniería Industrial 2019<o:p></o:p></span></p> </td> </tr> <tr> <td style="padding:0cm 0cm 0cm 0cm"> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="width:450.0pt;padding:0cm 0cm 0cm 0cm" width="600" valign="top"> <div align="center"> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="padding:0cm 0cm 0cm 0cm"> <p class="MsoNormal" style="text-align:center" align="center"><img id="Imagen_x0020_2" 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" 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" class="" width="707" height="591" border="0"></span></a><o:p></o:p></p> </td> </tr> </tbody> </table> </div> </td> </tr> </tbody> </table> </td> </tr> <tr> <td style="padding:0cm 0cm 0cm 0cm"> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="width:450.0pt;padding:0cm 0cm 0cm 0cm" width="600" valign="top"> <div align="center"> <table class="MsoNormalTable" style="width:100.0%;border-collapse:collapse" width="100%" cellspacing="0" cellpadding="0" border="0"> <tbody> <tr> <td style="background:white;padding:30.0pt 30.0pt 22.5pt 30.0pt"> <p class="MsoNormal" style="text-align:center" align="center"><span style="font-family:&quot;Gotham Book&quot;;color:#0C4497">El </span><span style="font-size:11.0pt;font-family:&quot;Gotham Book&quot;"><a href="http://www.ingenierosindustriales.es/" moz-do-not-send="true">CONSEJO GENERAL DE COLEGIOS OFICIALES DE INGENIEROS INDUSTRIALES</a><span style="color:#0C4497"> te invita a participar en la séptima edición de los PREMIOS NACIONALES DE INGENIERÍA INDUSTRIAL con el fin de premiar la labor que hacen diferentes profesionales, empresas, agentes sociales y medios de comunicación en favor del progreso, de la mejora de la calidad de vida de los ciudadanos e impulsando la economía española.<o:p></o:p></span></span></p> <p class="MsoNormal" style="text-align:center" align="center"><span style="font-size:11.0pt;font-family:&quot;Gotham Book&quot;;color:#0C4497"><o:p>&nbsp;</o:p></span></p> <p class="MsoNormal" style="text-align:center" align="center"><b><span style="font-size:11.0pt;font-family:&quot;Gotham Book&quot;;color:red">Se recibirán candidaturas hasta el 30 de junio de 2019<o:p></o:p></span></b></p> <p class="MsoNormal" style="text-align:center" align="center"><b><span style="font-size:11.0pt;font-family:&quot;Gotham Book&quot;;color:red"><a href="mailto:consejo@ingenierosindustriales.es" moz-do-not-send="true"><span style="color:red">consejo@ingenierosindustriales.es</span></a></span></b><span style="font-family:&quot;Gotham Book&quot;;color:red"> </span><span style="font-family:&quot;Gotham Book&quot;;color:#0C4497"><o:p></o:p></span></p> </td> </tr> <tr> <td style="padding:0cm 0cm 0cm 0cm"> <p class="MsoNormal" style="text-align:center" align="center"><a href="https://ingenierosindustriales.es/premios-nacionales-de-la-ingenieria-industrial-2019/" moz-do-not-send="true"><span style="color:windowtext;text-decoration:none"><img id="Imagen_x0020_21" src="data:image/png;filename=image008.png;base64,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