tag:blogger.com,1999:blog-29905398429824944272024-02-18T19:42:33.140-08:00SEGURIDAD EN TUNELESTodo sobre la Seguridad Operacional en Túneles.
(Blog desarrollado y actualizado por Ignacio García Urquizo).
Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.comBlogger283125tag:blogger.com,1999:blog-2990539842982494427.post-12668607603113154372023-03-03T07:18:00.002-08:002023-03-03T07:25:26.174-08:00EQUIPOS DE BOMBEROS DE PRIMERA RESPUESTA EN TUNELES<div style="text-align: justify;">Los <b>Equipos de Bomberos de Primera Respuesta en Túneles</b>, desarrollan una labor
poco conocida, pero muy importante a la hora de solventar de manera rápida
<b>(Intervención antes de los 10 primeros minutos desde que se produce un incendio en el
interior de un túnel)</b>, segura y eficaz, las diferentes incidencias o situaciones
de emergencia que puedan suceder dentro de los túneles, evitando así que dichos
incidentes evolucionen desfavorablemente en siniestros graves, y peor aun
provocando víctimas mortales.</div><div class="separator" style="clear: both;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRNMlpJ7fhUsDsF2T3-b-IZRkosPbuEQdv8KcY72Xk4LnbLNS4AjkzrsuFCKP76-P48EtOc-93ZzEnc6VR6fdqt-frr3UdnNqwz3Nqmmiq14j3VkZwhz7iyvVeuF-6OY2Fy4KGv-ieEsH4ePXxEucLHLtCoR1AMjjBqKSFVpvQb6Ksa-DtbwxTBzxS/s691/SOMPORT.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="303" data-original-width="691" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRNMlpJ7fhUsDsF2T3-b-IZRkosPbuEQdv8KcY72Xk4LnbLNS4AjkzrsuFCKP76-P48EtOc-93ZzEnc6VR6fdqt-frr3UdnNqwz3Nqmmiq14j3VkZwhz7iyvVeuF-6OY2Fy4KGv-ieEsH4ePXxEucLHLtCoR1AMjjBqKSFVpvQb6Ksa-DtbwxTBzxS/w400-h175/SOMPORT.png" width="400" /></a></div><br /><div class="separator" style="clear: both;"><br /></div><div style="text-align: justify;">Además de la rápida respuesta e intervención ante los posibles incidentes o
emergencias que se puedan dar en el interior de los túneles, también se debe
mencionar la importante <b>labor preventiva que realizan estos Equipos de Bomberos
de Primera Respuesta en Túneles, la cual cabe destacar que es la principal y
mayoritaria.</b></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Generalmente los agentes de estos equipos, son los encargados de
llevar a cabo el mantenimiento preventivo de los diferentes sistemas de
seguridad y protección contra incendios con los que cuenta el túnel.
Así mismo, en determinados túneles carreteros, también son los responsables de realizar el
control previo a la entrada del túnel de vehículos pesados, de mercancías,
autobuses…etc., y en el caso concreto de transportes de materias peligrosas,
realizarán la escolta de los mismos a su paso por el túnel, así como una
inspección previa del vehículo, con objeto de detectar posibles anomalías en el
vehículo o su mercancía, las cuales una vez dentro del túnel podrían generar una
situación de emergencia (Fugas o daños en la mercancía, puntos calientes en
motor o frenos…etc.). </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><b>Desde el punto de vista normativo, la existencia e implantación de los Equipos de Bomberos de Primera Respuesta en Túneles, está
regulada por: </b></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">1. El R.D. 635/2006, del 26 de mayo, sobre requisitos mínimos de
seguridad en los túneles de carreteras del Estado, el cual, en su Anexo I, punto
3 (Medidas relacionadas con la explotación), dice textualmente que “la
explotación debe estar organizada y disponer de los medios adecuados de forma
que se garanticen la continuidad y seguridad del tráfico a través del túnel. El
personal que participe en la explotación, así como los servicios de emergencia,
recibirán una formación adecuada, tanto inicial como continua”. Así mismo, más
adelante, cita de nuevo textualmente que “en túneles bidireccionales importantes
con gran volumen de tráfico, se determinará, mediante un análisis de riesgo
conforme al Artículo 11, si deben situarse servicios de emergencia propios en el
centro de control”. El citado Artículo 11, establece que “el análisis de riesgo
de un túnel deberá tener en cuenta todos los factores que afectan a la
seguridad, en particular, la geometría del túnel, el entorno, el equipamiento,
las características del pavimento y el tráfico, y el tiempo de llegada de los
servicios de emergencia”. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">2. Por otra parte, el R.D. 393/2007, de 23 de Marzo, por el que se aprueba la Norma Básica de Autoprotección, establece en su
artículo 2, que las disposiciones de este real decreto se aplicarán a todas las
actividades comprendidas en el anexo I de la Norma Básica de Autoprotección. Y
de esta manera, el apartado 1.b) de dicho Anexo I, cita a las actividades con
reglamentación sectorial específica, y dentro de estas, a los túneles de la red
de carreteras del Estado, según el R.D. 635/2006. Del mismo modo, el R.D.
393/2007, de 23 de Marzo, por el que se aprueba la Norma Básica de
Autoprotección, define el Plan de Autoprotección como el sistema de acciones y
medidas adoptadas por los titulares de actividades públicas o privadas, con sus
propios medios dentro de su competencia. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">3. Por último, la Ley 31/1995, de 8 de noviembre, de Prevención de Riesgos Laborales, en su Artículo 20: Medidas de
emergencia, establece que “el empresario, teniendo en cuenta el tamaño y la
actividad de la empresa, así como la presencia de personas ajenas a la misma,
deberá analizar las posibles situaciones de emergencia y adoptar las medidas
necesarias en materia de primeros auxilios, lucha contra incendios y evacuación
de los trabajadores, designando para ello personal encargado de poner en
práctica estas medidas y comprobando periódicamente, en su caso, su correcto
funcionamiento. El citado personal deberá poseer la formación necesaria, ser
suficiente en número y disponer del material adecuado, en función de las
circunstancias antes señaladas”. </div><div style="text-align: justify;"><br /></div><div><div style="text-align: justify;"><b>Desde el punto de vista técnico y operativo</b>, en aquellos túneles en los que el pertinente análisis de riesgo lo estime oportuno,
los Equipos de Bomberos de Primera Respuesta en Túneles, resultan
imprescindibles para poder atender, mitigar o contener un incendio o situación
de emergencia que se pueda dar dentro de un túnel, dentro de los 10 primeros
minutos desde que se origina dicho incendio o situación de emergencia. En todo
caso, las experiencias europeas demuestran que este tipo de Equipos de Bomberos
de Primera Respuesta en Túneles, han de contar con formación y equipamiento
específico, así como con entrenamiento periódico en la atención y resolución de
incidentes y emergencias en el interior de los túneles.</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQIiLQaZHqsTnjLPxAxPJ8jgpOlJFx2bC6hqxJZgMTFntKyOdDsC0COcFMAgScpEWaH2qzE3rfXYBs_R6h3RSMRolMjoGWVHQaFmeXk3YeLr_m80YRPBpk0rDhzId7uR-Bgw4Jb4hJ0TS9Hl69_UNE_tTnxtnvCwJeMbVvIJAs5QwWWa-xoUCfYT47/s1280/b3-3_specif-veic-interv-1_proteus-nord.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1280" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQIiLQaZHqsTnjLPxAxPJ8jgpOlJFx2bC6hqxJZgMTFntKyOdDsC0COcFMAgScpEWaH2qzE3rfXYBs_R6h3RSMRolMjoGWVHQaFmeXk3YeLr_m80YRPBpk0rDhzId7uR-Bgw4Jb4hJ0TS9Hl69_UNE_tTnxtnvCwJeMbVvIJAs5QwWWa-xoUCfYT47/w400-h250/b3-3_specif-veic-interv-1_proteus-nord.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><span style="text-align: justify;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><span style="text-align: justify;">En términos generales, se considera que un Equipos de Bomberos de Primera Respuesta en Túneles
carreteros, con </span><b style="text-align: justify;">una dotación de tres-cuatro efectivos bien entrenados y
equipados</b><span style="text-align: justify;">, son dotación suficiente para desarrollar una primera intervención
(Salvamento y extinción), durante los 10 primeros minutos, ante un incendio de
15-20 Mw en el interior de un túnel.
Ante un incendio de mayor potencia, las tareas principales de dicho equipo se deberán centrar en el salvamento, la
mitigación y control de propagación del siniestro, necesitando obligatoriamente
apoyo de recursos externos para la resolución efectiva y completa del mismo. </span></div></div><div style="text-align: justify;"><br /></div><div><div style="text-align: justify;">En
España, encontramos personal que realiza funciones de Equipos de Bomberos de Primera Respuesta en diversos
túneles, pero que a pesar de realizar estas funciones y cometidos descritos en
este informe, como denominador común, ninguno de ellos cuenta con el
reconocimiento ni categoría profesional acorde a dichas funciones y cometidos
como Equipos de Bomberos de Primera Respuesta en Túneles.
Estas situaciones las podemos encontrar en los siguientes túneles:</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">• Túnel de Somport (Pirineo Aragonés / España-Francia) </div><div style="text-align: justify;">• Túneles de Madrid Calle 30 (Madrid-Segovia) </div><div style="text-align: justify;">• Túneles de Guadarrama (AP-6, Abertis) </div><div style="text-align: justify;">• Túneles de la AP-1 (Guipúzcoa-Álava) </div><div style="text-align: justify;">• Túnel Hispano-Francés de Bielsa (Pirineo Aragonés / España-Francia) </div><div style="text-align: justify;">• Túnel ferroviario del AVE de Guadarrama (Madrid-Segovia) </div><div style="text-align: justify;">• Túneles de la AP-66 (Asturias-León) </div><div style="text-align: justify;">• Túnel ferroviario del AVE de Perthus (Cataluña-Perpignan / España-Francia) </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En Europa, la existencia de estos Equipos de Bomberos de Primera Respuesta en
Túneles está muy presente, de una manera reconocida y categorizada como tal en
numerosos ejemplos de diferentes túneles tanto carreteros como ferroviarios. A
continuación citamos algunos de estos ejemplos:</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">• Túnel del Frejus. </div><div style="text-align: justify;">• Túnel de
Mont-Blanc. </div><div style="text-align: justify;">• Túnel de Grand Saint Bernard. </div><div style="text-align: justify;">• Túnel de San Gotardo. </div><div style="text-align: justify;">• Túnel ferroviario (túnel de base) de San Gotardo. </div><div style="text-align: justify;">• Túnel ferroviario del Canal de la Mancha-Eurotunel. </div><div style="text-align: justify;">• Túneles de la A-86 área metropolitana de París.</div><div style="text-align: justify;">• Túnel Maurice-Lemaire. </div><div style="text-align: justify;">• Túneles del Grand-Lyon. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En todos los casos citados de túneles europeos, <b>la gestión de los Equipos de Bomberos de Primera Respuesta en Túneles
está a cargo de empresas especializadas en la prestación de este tipo de
servicios</b>, garantizando así su adecuada formación, gestión especializada así
como reconocimiento y categoría profesional. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En España, debería darse la misma situación, es decir, que la gestión de estos Equipos de Bomberos de Primera
Respuesta en Túneles recayese en empresas especializadas en la prestación de
servicios de Bomberos de Empresa, en vez de en empresas de gestión y explotación
de carreteras, garantizando así tanto la prestación de un servicio tan
especializado, que debe de estar operativo 24x7, y debe contar con una
formación, cualificación y equipamientos especializados que poco tienen que ver
con la explotación de carreteras, como garantizando también el correspondiente
reconocimiento y categoría profesional de todas las personas que desarrollan
están funciones y constituyen estos Equipos de Bomberos de Primera Respuesta en
Túneles. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">FORMACION DE LOS EQUIPOS DE BOMBEROS DE PRIMERA RESPUESTA EN TUNELES</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Teniendo en cuenta las competencias generales de las personas que integran los
Equipos de Bomberos de Primera Respuesta en Túneles, la formación de los mismos
deberá desarrollarse conforme al Real Decreto 907/2013, de 22 de noviembre, por
el que se establece el título de Técnico en Emergencias y Protección Civil y en
el que se fijan sus enseñanzas mínimas. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">De este modo, toda persona que se postule para formar parte de los Equipos de Bomberos de Primera Respuesta en
Túneles, deberá contar con este título, el cual garantiza que estará formado y
cualificado para desarrollas las siguientes competencias: Intervenir
operativamente, cumpliendo con las normas de seguridad, en emergencias
provocadas por sucesos o catástrofes originadas por riesgos diversos (naturales,
antrópicos y tecnológicos), en un túnel carretero, realizando las actividades de
control, mitigación y extinción de los agentes causantes de dichos sucesos
(fuego, inundaciones y sustancias NBQ, entre otros), el rescate, el salvamento y
la atención como primer interviniente de las personas afectadas y la
rehabilitación de emergencia de las zonas o bienes concernidos, manteniendo
operativos los vehículos, equipos, máquinas y herramientas de intervención, así
como organizar los equipos y unidades bajo su responsabilidad y contribuir a la
divulgación y cumplimiento de los principios y normas de protección civil,
aplicando la normativa vigente en materia de inspección y planes de
autoprotección en túneles. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Posteriormente el papel de la formación continua, el
reciclaje, así como la realización de simulacros periódicos tendrá gran
importancia en la operatividad de estos Equipos de Bomberos de Primera Respuesta
en Túneles. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Todo ello se deberá poner en práctica y someterse a evaluación con
la realización de simulacros internos (Es recomendable realizar uno cada cuatro
meses), y en un gran simulacro anual, esta vez con la intervención de medios y
servicios externos. Así mismo, resulta de vital importancia la formación en
materia de coordinación, gestión operativa y mando de todo el personal
responsable de la gestión de emergencias en túneles.</div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT7E1omucgyhf4u-Tk0kl_LpqMtZqkkfhE1JFpZ63MA2e3-wFIgK2Syxep6X6vwQR_5h1rPd2SiWoIisNV3aNqAlT4KmIBNqBztbSpMEz4dhbRGoQ09zFtZ_FV9Q7McnH11nLEXTbRmgugVyPpeoiyNTEj93hcpuTuoAvyROKr--wkC0j8Yj8sRLbG/s644/12443374_shift-644x0_1sEciw_Zus9di.jpg" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="429" data-original-width="644" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT7E1omucgyhf4u-Tk0kl_LpqMtZqkkfhE1JFpZ63MA2e3-wFIgK2Syxep6X6vwQR_5h1rPd2SiWoIisNV3aNqAlT4KmIBNqBztbSpMEz4dhbRGoQ09zFtZ_FV9Q7McnH11nLEXTbRmgugVyPpeoiyNTEj93hcpuTuoAvyROKr--wkC0j8Yj8sRLbG/w400-h266/12443374_shift-644x0_1sEciw_Zus9di.jpg" width="400" /></a></div><div style="text-align: justify;">MEDIOS Y EQUIPAMIENTO ESPECÍFICO DE LOS EQUIPOS DE BOMBEROS DE PRIMERA RESPEUSTA EN TUNELES </div></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Desde el punto de vista técnico y operativo, un Equipos de Bomberos de Primera Respuesta
en Túneles, debe contar con materiales y equipos específicos para la
intervención ante emergencias e incendios dentro de túneles. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Dentro de este tipo de equipamiento técnico, es de destacar la presencia vehículos específicos para
intervención ante emergencias e incendios en túneles. Algunos de los ejemplos
más destacados son:</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">• Vehículo Titán 1700 (En el Tunel de Somport y Frejus). </div><div style="text-align: justify;">• Vehículo Proteus (En el Túnel de Mont-Blanc). </div><div style="text-align: justify;">• Vehículo “Merkur” (En el túnelde Ucka, y Shangai). </div><div style="text-align: justify;">• Vehículos ligeros de Intervención Rápida (Eléctricos) </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Así mismo deberán contar con Equipos de Respiración Autónoma de larga duración,
tanto Equipos de Respiración Autónoma (ERA) de circuito abierto bibotella, como
Equipos de Respiración Autónoma de circuito cerrado. </div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwodmmrd1ExV7uiWWzbgoJBgnMMFMOcz-q4T-ih7ZTyrF1EFPSOgapu5bf3ZSBYZpbF53fcQJO6yalpWsZ6td5JKBqFvWN0_aS68XkxUclDy8RGvXb-vpZU0S2iwt1R59gzXf-uUsbn9UkaS_XrcnqJKJTX7_YiZX7Phjsz0o0Zhcq7lMtDdeTc2X/s1980/Applus-Tunnel-safety-testing.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="1980" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwodmmrd1ExV7uiWWzbgoJBgnMMFMOcz-q4T-ih7ZTyrF1EFPSOgapu5bf3ZSBYZpbF53fcQJO6yalpWsZ6td5JKBqFvWN0_aS68XkxUclDy8RGvXb-vpZU0S2iwt1R59gzXf-uUsbn9UkaS_XrcnqJKJTX7_YiZX7Phjsz0o0Zhcq7lMtDdeTc2X/w400-h109/Applus-Tunnel-safety-testing.jpg" width="400" /></a></div><br /><div style="text-align: justify;">Los equipos de respiración
autónoma bibotella de circuito abierto presentan una autonomía aproximada de 50
minutos, aportando durante todo este tiempo aire fresco al usuario, incluso
trabajando en ambientes con altas temperaturas, cosa que los equipos de
respiración autónoma de circuito cerrado, no consiguen;
Los equipos de respiración autónoma bibotella de circuito abierto, no requieren de un
entrenamiento tan específico y continuo, y además, su mantenimiento es más
sencillo y económico que los equipos de circuito cerrado. Sin embargo los
equipos de respiración autónoma de circuito cerrado presentan una autonomía
mucho mayor, que puede llegar a las 2-3 horas, incluso desarrollando un esfuerzo
somero. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">CONCLUSIONES: </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">A primera vista, puede parecer exagerado la necesidad de
contar, en determinados casos, con Equipos de Bomberos de Primera Respuesta en
Túneles, pero la realidad nos demuestra que estos equipos, aportan un enorme valor añadido como recurso preventivo y sobre todo resultan
imprescindibles ante situaciones reales de emergencia o incendio que se dan en el interior de los túneles, minimizando enormemente daños personales y materiales.</div>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-4411381066558116772021-02-12T05:55:00.005-08:002021-02-12T05:55:44.286-08:00PRÉSENTATION SYSTÈME iTUNNEL - GSA<iframe width="560" height="315" src="https://www.youtube.com/embed/uhKgqsQugYM" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-73309644364767366932021-02-03T03:01:00.003-08:002021-02-03T03:25:06.981-08:00URQUIZO INGENIEROS : Laser Scanner y Modelización 3D de Túneles<iframe width="560" height="315" src="https://www.youtube.com/embed/7zwYCQRCpo4" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
https://urquizoingenieros.xyz/Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-21021192926494013752021-02-02T13:15:00.003-08:002021-02-02T13:15:44.895-08:00INCENDIO DE UN CAMION EN EL TÚNEL DE O FOLGOSO EN VIGO (GALICIA - ENERO 2021)<iframe width="560" height="315" src="https://www.youtube.com/embed/PdiYykE_x3Y" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-75737812123069117292021-02-02T13:11:00.000-08:002021-02-02T13:11:44.997-08:00SIMULACRO DE INCENDIO EN TUNELES - AUTOPISTAS ABERTIS (Túnel 3 Penya del Boc de la C-32 en Sitges).<iframe width="560" height="315" src="https://www.youtube.com/embed/iftVwHPLrb4" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-52390485975268324322020-11-25T02:41:00.000-08:002020-11-25T02:41:57.769-08:00MODELIZACION 3D - TUNNEL MONT BLANC<iframe src="https://www.linkedin.com/embed/feed/update/urn:li:ugcPost:6737010550489804801" height="1168" width="504" frameborder="0" allowfullscreen="" title="Publicación integrada"></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-69599655011897795212020-11-18T05:34:00.003-08:002020-11-18T05:34:57.510-08:00ATKINS GROUND ENGINEERING AND TUNNELLING - FIRES IN UNDERGROUND SPACES<iframe src="https://www.linkedin.com/embed/feed/update/urn:li:ugcPost:6726452981773938688" height="1153" width="504" frameborder="0" allowfullscreen="" title="Publicación integrada"></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-7134224358074840902020-10-05T00:04:00.000-07:002020-10-05T00:04:09.661-07:00INCENDIE: EXERCICE DANS LE TUNNEL SU CHATUne vingtaine de sapeurs pompiers de Yenne, St Genix, Chambéry et Sud-Lac était mobilisée hier soir pour un exercice incendie dans le Tunnel de Chat. Le scénario étudié était un feu de véhicule au milieu du tunnel.
<iframe width="560" height="315" src="https://www.youtube.com/embed/6sS2bVt6J8g" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
Plus des informations: http://www.savoie-news.fr/Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-13525981721695165352020-09-02T16:20:00.002-07:002020-11-18T06:05:05.044-08:00APPLUS+ TST - FORMACIÓN FRENTE A INCENDIOS EN TÚNELES Y GALERÍAS<p style="text-align: justify;"><span style="background-color: white; color: #444444;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibGk-Nr3nqhxRRVxKxR9NNQN3cGIEeF050TthntkItlezRIvJ8zUzg9ZvgQ20R_vZRbZUBKfFEQiccxZlhFj5Y9QOv1oAtZKtO4WXoUuy9dFJ4kDorgrPFiw-ZHz29koflx7Ax9VvyrGQ/s2200/tunel-de-ensayos-para-incendios.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="831" data-original-width="2200" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibGk-Nr3nqhxRRVxKxR9NNQN3cGIEeF050TthntkItlezRIvJ8zUzg9ZvgQ20R_vZRbZUBKfFEQiccxZlhFj5Y9QOv1oAtZKtO4WXoUuy9dFJ4kDorgrPFiw-ZHz29koflx7Ax9VvyrGQ/w410-h155/tunel-de-ensayos-para-incendios.jpg" width="410" /></a></div><span style="background-color: #073763; font-family: arial;"><p style="text-align: justify;"><span>Applus+ TST (TUNNEL SAFETY TESTING, S. A.) es una empresa española, constituida en 2005, que opera en régimen de concesión las instalaciones del Centro Experimental de San Pedro de Anes en Siero (Asturias). El Centro, así como sus instalaciones, pertenecen a la Fundación Barredo.</span></p><p style="text-align: justify;"><span>Las situaciones de fuego y ventilación en túneles se recrean mediante ensayos a escala real en un túnel experimental.</span></p><p style="text-align: justify;"><span>Applus+ TST organiza e imparte cursos teórico-prácticos de formación relativos a la problemática de los incendios y la ventilación en túneles.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBcHdsOFJAeedjYos2g40i6wadhhxoRTmIx4_prZRDS5eEwNvvnwNk6OaqwKHanxR4_igEFKWZXYB20s595CvvlauTIhbRVDhyphenhyphenJpoGsgTy7sTNcn1bCu64V7KoX2YBZJj6B8CwxXWJz8/s917/Curso-de-operador.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="644" data-original-width="917" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBcHdsOFJAeedjYos2g40i6wadhhxoRTmIx4_prZRDS5eEwNvvnwNk6OaqwKHanxR4_igEFKWZXYB20s595CvvlauTIhbRVDhyphenhyphenJpoGsgTy7sTNcn1bCu64V7KoX2YBZJj6B8CwxXWJz8/w410-h287/Curso-de-operador.jpg" width="410" /></a></div><br /><p style="text-align: justify;"><span>En el siguiente enlace pueden acceder y descargar toda la información y los programas acerca de los cursos específicos que imparte y organiza Applus+ TST: </span></p></span><p></p><p><a href="https://www.tunneltest.com/es/servicios/formacion-sobre-incendios-en-tuneles-y-galerias/"><span style="background-color: #073763; color: white; font-family: arial;">https://www.tunneltest.com/es/servicios/formacion-sobre-incendios-en-tuneles-y-galerias/</span></a></p>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-24930648725857268462020-09-01T14:42:00.003-07:002020-09-01T14:42:55.056-07:00DOCUMENTACIÓN SOBRE OPERACIONES DE BOMBEROS EN TÚNELES CARRETEROS (En Ingles)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWTFWcCgy-MXndPCR9bmcXWShmMX5uxdQHU5RZvBuo6tgWS7oRq1RBpCviBGv36CjN-TU5uammKKlZxRm7piCiRkYxUTLCmrYVXef_g2P4XIcjbzLzQrsq9Yx2RSPy7qdMomuXbvBQKUo/s600/firefighting-robot-emicontrols.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="600" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWTFWcCgy-MXndPCR9bmcXWShmMX5uxdQHU5RZvBuo6tgWS7oRq1RBpCviBGv36CjN-TU5uammKKlZxRm7piCiRkYxUTLCmrYVXef_g2P4XIcjbzLzQrsq9Yx2RSPy7qdMomuXbvBQKUo/w307-h307/firefighting-robot-emicontrols.jpg" width="307" /></a></div><br /><p>En los siguientes enlaces podéis descargar:</p><p>El manual sobre operaciones de las Brigadas de Bomberos Suecos ante incendios en túneles, publicado por CTIF.</p><p><a href="https://www.ctif.org/sites/default/files/2018-01/SPreport2010rev.pdf">https://www.ctif.org/sites/default/files/2018-01/SPreport2010rev.pdf</a></p><p>Documento sobre Operaciones de Brigadas de Bomberos ante Incendios en Túneles Carreteros, presentado en IFIW Bruselas.</p><p><a href="http://www.cfbt-be.com/images/IFIW/Shan_Raffel_Tunnel-IFIW15.pdf">http://www.cfbt-be.com/images/IFIW/Shan_Raffel_Tunnel-IFIW15.pdf</a></p>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-19191845295554577152020-08-25T14:34:00.002-07:002020-08-25T14:34:28.944-07:00EQUIPO DE BOMBEROS DEL TUNEL DE MONT BLANC<iframe width="560" height="315" src="https://www.youtube.com/embed/CxupLOYYHeg" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-39352603666178174592020-08-24T04:11:00.004-07:002020-08-24T04:11:51.035-07:00CENTRE DE FORMATION ET D´ENTRAÎNEMENT AUX TÉCHNIQUES D´INTERVENTION EN TUNNELS - CFETIT<p> </p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx98uwfc5QGi4PP1aMf8jdQtTpgk6tF9AEQoIkG6UlbcmEHswcHUAjwBi2dEwRmihwNyljFFPNwt5ElLGWBeA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Más información en el sitio web: <a href="http://www.frejustunnel.eu/CFETIT/fr/index.html">http://www.frejustunnel.eu/CFETIT/fr/index.html</a></div><p></p>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-65649558744426057832020-08-24T01:21:00.003-07:002020-08-24T01:21:40.156-07:00TUNNEL ALPIN DU FREJUS (SFTRF): Métier - Pompier<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/HHlj6TLIDVI" width="560"></iframe>
<div><br /></div><div>Más información en el sitio web: <a href="https://www.sftrf.fr/fr/index.aspx">https://www.sftrf.fr/fr/index.aspx</a></div>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-78693172299338290422020-08-24T01:14:00.006-07:002020-08-24T01:17:47.050-07:00EQUIPO DE "POMPIERS-SECURITE-INCENDIE" DEL TUNEL DE FREJUS<p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2ej-ls97J-3Ns66XEg5xIYpeCDcsqc5dVo7GwkVKPKFIypLqNfwTmdoB55jJgek6hz747dv_NYNMKITalNB9JK3WfX-H_yQyowrHfKVz9mmYQqUCVVHqu214HI7xX5N6bEhLggfMH684/s1400/vehicules-service-securite002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1050" data-original-width="1400" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2ej-ls97J-3Ns66XEg5xIYpeCDcsqc5dVo7GwkVKPKFIypLqNfwTmdoB55jJgek6hz747dv_NYNMKITalNB9JK3WfX-H_yQyowrHfKVz9mmYQqUCVVHqu214HI7xX5N6bEhLggfMH684/w410-h307/vehicules-service-securite002.jpg" width="410" /></a></div><p style="text-align: justify;">Actualmente el Equipo de Bomberos y Seguridad contra Incendios del Túnel de Frejus (Société Française du Tunnel Routier du Fréjus - SFTRF), está compuesto por 50 efectivos cuya misión global es la de garantizar la seguridad del túnel carretero de Frejus.</p><p></p><p style="text-align: justify;">Son funciones particulares de este equipo, las siguientes:</p><p style="text-align: justify;">- Misión de prevención y de intervención a fin de garantizar la seguridad de personas, bienes y medio ambiente.</p><p style="text-align: justify;">- Balizamiento y seguimiento de los trabajos de mantenimiento y explotación en el túnel y sobre las plataformas francesa e italiana.</p><p style="text-align: justify;">- Comprobación y seguimiento de los transportes pesados de mercancías a través del túnel.</p><p style="text-align: justify;">- Acompañamiento de vehículos de transporte de materias peligrosas.</p><p style="text-align: justify;">- Mantenimiento preventivo y operativo del equipamiento, vehículos, material e instalaciones de seguridad y protección contra incendios.</p><p style="text-align: justify;">- Desarrollo de entrenamientos y maniobras en técnicas de primeros auxilios, salvamento y rescate, intervención ante emergencias en transportes con materias peligrosas, y lucha contra incendios.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCqQDR4QmgCBGr79ePA8mRSV6uXf0fNZFqQXLw-ugchyphenhyphenH8Gcuhp9UucTrmqSRxET14utgL3dOVgapQ6z3DFblRgfYL_gvoo2zuTnGcL6ne66n00Yp048h1PV6uBUQ1fo08eH5vpZ8osSI/s1536/0.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1189" data-original-width="1536" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCqQDR4QmgCBGr79ePA8mRSV6uXf0fNZFqQXLw-ugchyphenhyphenH8Gcuhp9UucTrmqSRxET14utgL3dOVgapQ6z3DFblRgfYL_gvoo2zuTnGcL6ne66n00Yp048h1PV6uBUQ1fo08eH5vpZ8osSI/w410-h317/0.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">Más información en el sitio web: <a href="https://www.sftrf.fr/fr/index.aspx">https://www.sftrf.fr/fr/index.aspx</a></div><p style="text-align: justify;"><br /></p><p><br /></p><p><br /></p>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-19619836284857917572020-08-10T04:12:00.000-07:002020-08-10T04:12:03.093-07:00EQUIPOS DE RESPIRACIÓN AUTÓNOMA DE CIRCUITO ABIERTO PARA INTERVENCIÓN ANTE INCENDIOS EN TÚNELES<p> </p><p style="text-align: justify;">A continuación se presenta una tabla comparativa entre ERA de circuito abierto de tipos monobotella y bibotella, para intervención ante incendios en túneles, haciendo referencia a las diferencias existentes en capacidad, peso, autonomía de trabajo, y distancia aproximada recorrida.</p><p style="text-align: justify;"><img alt="" height="288" 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" width="384" /></p><p style="text-align: justify;">Los Equipos de Respiración Autónoma de circuito abierto, son adecuados para la intervención ante incendios en túneles, tanto carreteros como ferroviarios, que cuenten con galerías de evacuación o accesos para servicios de emergencia dispuestos como máximo a una distancia de 1.200 metros (Para uso de ERA bibotella. Con uso de ERA monobotella será como máximo de 600 metros).</p><p style="text-align: justify;">Ante escenarios en los que sea necesario recorrer distancias mayores, resultará recomendable el empleo de Equipos de Respiración Autónoma de circuito cerrado.</p><p></p>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-66715796965639916132020-08-10T03:34:00.002-07:002020-08-10T03:38:50.131-07:00MANIOBRAS DE BOMBEROS DE BILBAO EN METRO BILBAO<div style="text-align: justify;">Periódicamente, dentro del programa anual de maniobras y formación continua, el Servicio de Bomberos de Bilbao, realiza maniobras en las instalaciones de Metro Bilbao, con objeto de mantener y actualizar sus capacidades operativas ante posibles intervenciones en este entorno.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Para alcanzar los objetivos, es necesario poner en práctica los diferentes procedimientos operativos de seguridad y trabajo ante incendios en túneles ferroviarios: </div><div style="text-align: justify;">- Procedimiento de trabajo con Equipos de Respiración Autónoma bibotella y cálculo de consumos.</div><div style="text-align: justify;">- Procedimiento de comprobación de tensión en catenarias, y puesta en seguridad de zona de trabajo en vía mediante colocación de pértigas. </div><div style="text-align: justify;">- Procedimiento de despliegue de instalaciones de manguera de 38 mm y de extinción de posible incendio en vía. </div><div style="text-align: justify;">- Procedimiento de montaje y desplazamiento de vagoneta de transporte de heridos y equipos pesados. </div><div style="text-align: justify;">- Progresión por vía y túnel con equipos pesados de extinción de incendios y salvamentos.
</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">A continuación publicamos algunas imágenes de estas maniobras:</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifBN_C3xfa8WrudpipZNVwaB4Mmm1mECz313wuqdvJ6bnqH97ZOF_6qyZ6l96vnLODTQBIvRugVNiSxIyJhqyUzHDCNcG8aBSuqrY5cPs9v6zDdC93ai-roefEFUuTQ7NrzrBbSa4zVXs/s798/74209778_2574462112799730_8620950474989764608_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="592" data-original-width="798" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifBN_C3xfa8WrudpipZNVwaB4Mmm1mECz313wuqdvJ6bnqH97ZOF_6qyZ6l96vnLODTQBIvRugVNiSxIyJhqyUzHDCNcG8aBSuqrY5cPs9v6zDdC93ai-roefEFUuTQ7NrzrBbSa4zVXs/w410-h304/74209778_2574462112799730_8620950474989764608_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykldS0RoO9feZBgZWFLiwOWZ2pBDUs017pCESylfCGABg3fmrv2UL-KjeQNrH5lwZSKEzjkrs1aa1sfysp7wZelWlhr393C7wVokRldlJPEW-dsiwC8r_h-BYYcC5E6Hzhl0tgxSOx90/s824/74495171_2574462122799729_6675874410718560256_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="618" data-original-width="824" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykldS0RoO9feZBgZWFLiwOWZ2pBDUs017pCESylfCGABg3fmrv2UL-KjeQNrH5lwZSKEzjkrs1aa1sfysp7wZelWlhr393C7wVokRldlJPEW-dsiwC8r_h-BYYcC5E6Hzhl0tgxSOx90/w410-h307/74495171_2574462122799729_6675874410718560256_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-doAidPe7b2gmMAN_fcnRzRMUTMWix7ws-JYOGOVs5bpCNdo1CeLa2B1-IPX9hQO0NBG04TmTfb1oel0cLGdDo4i2CNyx4MfvYLD9lXZO3_gHEhUUc3RY17fdSwZ2kgKdDaJhQdNOcF8/s817/74692546_2574461936133081_3661352430341193728_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="817" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-doAidPe7b2gmMAN_fcnRzRMUTMWix7ws-JYOGOVs5bpCNdo1CeLa2B1-IPX9hQO0NBG04TmTfb1oel0cLGdDo4i2CNyx4MfvYLD9lXZO3_gHEhUUc3RY17fdSwZ2kgKdDaJhQdNOcF8/w410-h301/74692546_2574461936133081_3661352430341193728_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYzj7Bx_UTci8WMFVdmlRaU-gYqPVh7-OL4gmwCngsy8900slUHf5nZr0JXUGURKF6BrB39ox6vXnKw8CwYl3io_kFyKlNAVrovjMgPRfgN-P_03PeWJlP3kVLQmp5DzEwj2g_N9aW2U/s802/75412096_2574462352799706_6676625673513074688_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="579" data-original-width="802" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYzj7Bx_UTci8WMFVdmlRaU-gYqPVh7-OL4gmwCngsy8900slUHf5nZr0JXUGURKF6BrB39ox6vXnKw8CwYl3io_kFyKlNAVrovjMgPRfgN-P_03PeWJlP3kVLQmp5DzEwj2g_N9aW2U/w410-h296/75412096_2574462352799706_6676625673513074688_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="635" data-original-width="833" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNp_PXqdepQ_XUaklb2KhBaW9ihlFrmwJL5L5XRZx5LtNF-KiEFg8lfyFjmGgYvGwEFadAOfTA4SplF9pntjXvgPevrj2l56lTDJrvr5zY8ydV7qzm0fVb0hVWtHSuSkIaqe4mXue7m70/w410-h312/76730652_2574462249466383_7569756636588277760_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjORHrGYvHq0N8rfDDiDX8Fk5P4qynlnWXHRACzRYSLFcYSLCXVYSGej5oFrkEI4tWjHMhSjh0TZjS6eQGurK4a8bLAwXISBfBa1VWlNI6X1roMQOxuJV4D2KXRsqQOjBbQgsufGJkXgCs/s837/76751566_2574462129466395_760536552324464640_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="586" data-original-width="837" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjORHrGYvHq0N8rfDDiDX8Fk5P4qynlnWXHRACzRYSLFcYSLCXVYSGej5oFrkEI4tWjHMhSjh0TZjS6eQGurK4a8bLAwXISBfBa1VWlNI6X1roMQOxuJV4D2KXRsqQOjBbQgsufGJkXgCs/w410-h286/76751566_2574462129466395_760536552324464640_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiTuCPeJ0CyX8_UaQoCcJ0l5TcpZ_WXu_bf87R43DIUQ_wTlR6qasDcVk4p8nxMnFzGxRyTrLbqH7azpu-JYCUVxbDOovY2avdycKoL_CdSJmaiVyVPgBTHSqpNHcJ_OM361Nfw2q7coQ/s781/78312053_2574461942799747_5326811718322487296_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="604" data-original-width="781" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiTuCPeJ0CyX8_UaQoCcJ0l5TcpZ_WXu_bf87R43DIUQ_wTlR6qasDcVk4p8nxMnFzGxRyTrLbqH7azpu-JYCUVxbDOovY2avdycKoL_CdSJmaiVyVPgBTHSqpNHcJ_OM361Nfw2q7coQ/w410-h317/78312053_2574461942799747_5326811718322487296_n.jpg" width="410" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyZ5Aixw8EDR5qxo7b5lJJWkZH3ai2sQf7vna8zWcSw2Mqi5ckM_O86UVaZ9kHHA0u0RRW7JRljSfdsey_fRElrsIMqgRlIgYfm68wcFSknoOacvElvFOwJbpy4bOGylsvH_HGVxMhIwI/s833/78412159_2574462236133051_5009397189718310912_n.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="633" data-original-width="833" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyZ5Aixw8EDR5qxo7b5lJJWkZH3ai2sQf7vna8zWcSw2Mqi5ckM_O86UVaZ9kHHA0u0RRW7JRljSfdsey_fRElrsIMqgRlIgYfm68wcFSknoOacvElvFOwJbpy4bOGylsvH_HGVxMhIwI/w410-h311/78412159_2574462236133051_5009397189718310912_n.jpg" width="410" /></a></div><div><br /></div>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-87190599219452661192020-05-03T11:54:00.005-07:002020-05-03T11:58:03.298-07:00RETEX - INCENDIE TUNNEL FREJUS 23/11/2010<iframe width="560" height="315" src="https://www.youtube.com/embed/OscdjFRS2K8" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-84094832701508191542019-12-09T01:45:00.002-08:002019-12-09T01:51:55.830-08:00MATERIAS PELIGROSAS EN TUNELES: SESIONES DE FORMACION DE PIARC<div class="separator" style="clear: both; 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAiKSL-FGHlCZwlS8IvgYS-KzXpYwckB5qOq3-ZvGFRpQzWGQYgFIEOEKAeDkekqo4-6mMazSdY5aSVlP0G3vj4wnOZMLr32n0PbcUxJ69pjCaakJWKozITfshVaFolXwmUAzhyNQ3VRY/s1600/Simulacre_TP_-Ferro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="533" data-original-width="800" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAiKSL-FGHlCZwlS8IvgYS-KzXpYwckB5qOq3-ZvGFRpQzWGQYgFIEOEKAeDkekqo4-6mMazSdY5aSVlP0G3vj4wnOZMLr32n0PbcUxJ69pjCaakJWKozITfshVaFolXwmUAzhyNQ3VRY/s400/Simulacre_TP_-Ferro.jpg" width="400" /></a></div>
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16 - 18 de diciembre de 2019, Ginebra (Suiza)</h2>
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Las sesiones de formación sobre el software DG QRAM (Modelo de evaluación cuantitativa del riesgo del transporte de mercancias peligrosas en los túneles de carretera) están planificadas para el 16, 17 y 18 de diciembre de 2019 en Ginebra (en inglés)</div>
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Los incidentes que implican el transporte de mercancías peligrosas se encuentran entre los más temidos en los túneles de carretera. Para abordar esta cuestión, PIARC y la Organización para la Cooperación y el Desarrollo Económico (OCDE) han desarrollado conjuntamente un Modelo Cuantitativo de Evaluación de Riesgos (QRAM) con la finalidad de evaluar los riesgos del transporte de mercancías peligrosas en los túneles de carretera y en carreteras abiertas.<br />
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Desde el desarrollo de la herramienta, el software se ha aplicado a una amplia gama de túneles en diversos países.<br />
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La versión actualizada de este software (4.04) ya está disponible y <strong>Ponts Formation Conseil organiza en Ginebra dos sesiones de formación interactivas y dinámicas en nombre de PIARC para usuarios de QRAM, los días 16, 17 y 18 de diciembre de 2019</strong>.</div>
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¿Cómo puedo obtener el software QRAM?</h2>
El precio de la licencia es de €1,500 para los nuevos compradores y de 1,000 € para los que compraron la antigua versión QRA-3.61.<br /><br />Toda la información relevante y el formulario de pedido están disponibles en la página web: <br />
<a data-rel="external" href="https://www.piarc.org/es/PIARC-Base-Conocimiento-Carreteras-y-Transporte-Por-Carretera/infraestructura/explotacion-de-tuneles-de-carretera/software-qram" title="QRAM">https://www.piarc.org/es/PIARC-Base-Conocimiento-Carreteras-y-Transporte-Por-Carretera/infraestructura/explotacion-de-tuneles-de-carretera/software-qram</a><br />
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¿Cómo puedo participar en las sesiones de formación?</h2>
Las sesiones de formación tendrán lugar en París, en inglés. Hay dos sesiones de formación disponibles:<br />
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<li>para <a data-rel="external" href="https://formation-continue.enpc.fr/nos-formations-courtes/9-mobilite-reseaux-et-systemes-de-transports-infrastructures/262-infrastructures-routieres-urbaines-et-aeroportuaires/33960-qram-training-courses-advanced-users.html" title="usuarios expertos">usuarios expertos</a>, <strong>el 16 de diciembre</strong>,</li>
<li>para <a data-rel="external" href="https://formation-continue.enpc.fr/nos-formations-courtes/9-mobilite-reseaux-et-systemes-de-transports-infrastructures/262-infrastructures-routieres-urbaines-et-aeroportuaires/33959-qram-training-courses-new-users.html" title="nuevos usuarios">nuevos usuarios</a>, <strong>el 17 y 18 de diciembre</strong>.</li>
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La inscripción ya está abierta a través de la página web de PFC (ver enlace más arriba), que también ofrece un programa detallado de estas sesiones.<br /><br /><em>Debido al limitado número de plazas disponibles para estas sesiones de formación, las inscripciones se realizarán por orden de llegada.</em><br />Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-32800787897690198412019-12-05T02:29:00.001-08:002019-12-05T02:29:26.734-08:00TUNNEL DU MONT-BLANC. 20 ANS APRÈS, LES LEÇONS DE L´INCENDIE<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/GSn1v9YsYHU" width="560"></iframe>
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Dans le tunnel du Mont-Blanc, le 24 mars 1999, l’accident d’un camion provoque un incendie. 39 personnes sont tuées. Face aux fumées, aux flammes et à la température qui atteint jusqu’à 1 000 degrés Celsius, les pompiers mettent plusieurs jours à maîtriser le feu. Après le drame, le constat des enquêteurs est accablant.</div>
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Conçu dans les années 60 pour relier Chamonix à Courmayeur, le tunnel du Mont-Blanc possède un système de ventilation des fumées insuffisant, pas de galerie parallèle pour les pompiers et des équipes de secours pas assez nombreuses et mal formées.</div>
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A la suite de l’incendie du tunnel du Mont-Blanc, l’Etat entreprend d’inspecter tous les tunnels de France de plus de 300 mètres. Les normes de sécurité sont revues à la hausse. Dans la foulée, une directive européenne enjoint à ous les pays membres de sécuriser leurs tunnels.</div>
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Sources :</div>
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Centre d’études des tunnels :
Sécurité dans les tunnels routiers.
<a href="http://www.cetu.developpement-durable/">http://www.cetu.developpement-durable</a>...
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Le cadre réglementaire de la sécurité des tunnels routiers.
<a href="http://www.cetu.developpement-durable/">http://www.cetu.developpement-durable</a>...</div>
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Directive 2004/54/CE du Parlement européen et du Conseil du 29 avril 2004.
<a href="https://eur-lex.europa.eu/legal-conte">https://eur-lex.europa.eu/legal-conte</a>...</div>
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Le financement des infrastructures routières, contraintes, opportunités et ambitions nouvelles ! Yves Crozet, économiste.
<a href="https://halshs.archives-ouvertes.fr/h">https://halshs.archives-ouvertes.fr/h</a>...</div>
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Touring Club Suisse : test de tunnels routiers européens 2015.
<a href="https://www.tcs.ch/mam/Digital-Media/">https://www.tcs.ch/mam/Digital-Media/</a>...</div>
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Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-87676715478756639962019-12-01T00:26:00.000-08:002019-12-01T00:26:25.624-08:00VIDEOS DE TURBINA EMICONTROLS PARA LA EXTINCIÓN DE INCENDIOS EN TUNELES<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/DtQ8N03qpzU" width="560"></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/SQwEhGH888k" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-48662147804014560152019-12-01T00:23:00.001-08:002019-12-01T00:23:32.752-08:00TURBINE EMICONTROLS POUR EXTINCTION DES INCENDIES DANS DES TUNNELS <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPzHZHx9HLO4333gdp3HghBLyF9FfdggiZPTcz0002Lm8glAP69RTBZlbuc5oL9IDFqPQ2r6LW277Lu4TQF3fJsLqJzmY7WPMJbnyxXYAJPcOXyP2zeAn3NgvtVJYu7C8t583RPIQojm0/s1600/tunnel-emicontrols-firefighting-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="800" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPzHZHx9HLO4333gdp3HghBLyF9FfdggiZPTcz0002Lm8glAP69RTBZlbuc5oL9IDFqPQ2r6LW277Lu4TQF3fJsLqJzmY7WPMJbnyxXYAJPcOXyP2zeAn3NgvtVJYu7C8t583RPIQojm0/s400/tunnel-emicontrols-firefighting-2.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEt6ne5CBjRAMaqC8Cnlct0Y3zWPM7XwVX6oDcnP1AAE5s80vOfGrx8PY-ZLpflE8dReGeroQkVIferw0upncNnnRjjHbRCU1CpSPBtvgAZTTs1Nm0W6R4ubZzc3VABviDCj36D2U3Z1A/s1600/tunnel-firefighting-emicontrols-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="800" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEt6ne5CBjRAMaqC8Cnlct0Y3zWPM7XwVX6oDcnP1AAE5s80vOfGrx8PY-ZLpflE8dReGeroQkVIferw0upncNnnRjjHbRCU1CpSPBtvgAZTTs1Nm0W6R4ubZzc3VABviDCj36D2U3Z1A/s400/tunnel-firefighting-emicontrols-1.jpg" width="400" /></a></div>
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<b>Extinction des incendies dans des tunnels et des galeries de métro (</b><a href="https://www.emicontrols.com/fr/extinction-incendies/champs-application/tunnel-metro/">https://www.emicontrols.com/fr/extinction-incendies/champs-application/tunnel-metro/</a>)</div>
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Éteindre des incendies dans des tunnels et des galeries de métro représente souvent un défi dangereux. La grande masse de fumée et de suie que produit le feu constitue un important obstacle aux interventions d’extinction. A cela s’ajoute l’énorme chaleur générée. </div>
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Dans un tel contexte, nos turbines anti-incendie ont démontré plus d’une fois leur efficacité. L’eau nébulisée capture les particules de fumée et de suie présentes dans l’air et les plaque au sol. En outre la turbine supporte l’installation d’aération présente dans la galerie. La nébulisation crée une surface d’eau plus étendue, ce qui a pour effet d’augmenter la surface d’absorption de la chaleur. La chaleur qui se dégage autour de l’objet qui a pris feu est moindre.</div>
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L’objet est enveloppé par l’eau nébulisée. De la sorte, de l’oxygène est soustrait au foyer et le feu est finalement éteint. Cette inertisation a lieu sur un espace circonscrit, directement sur le foyer de l’incendie.</div>
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Avantages de l´utilisation de turbines anti.incendie dans des tunnels et des galeries de métro:</div>
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- Léau nébulisée assure une trés grande action de refrodissement, ausi, elle est en mesure d´abaisser la température et de protéger les structures (par example le plafond de la galerie exposé à des risques d´effondrement).</div>
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- Plus grande sécurité pour les équipes de secours, grâce à l´utilisation de véhicules sur chenilles à commande radio et à lútilisation d´eau nébulisée.</div>
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- La turbine anti-incendie peut être utilisée pour aérer le tunnel.</div>
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- Et elle est également adaptée à la réduction de gaz.</div>
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- Grâce au kit pour rails, le robot anti-incendie peut être placé sur des rails de manière simple et rapide.</div>
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Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-51584616222549934362019-11-30T23:46:00.002-08:002019-11-30T23:46:31.073-08:00VIDEO VEHICULO JACINTO-LDA EN ENSAYO CON INCENDIO EN TUNEL<div style="text-align: justify;">
Video en el que se puede ver en funcionamiento el vehículo de Jacinto-Lda (<a href="https://jacinto-lda.com/veci/">https://jacinto-lda.com/veci/</a>) para intervención en túneles, en un ensayo con fuego real dentro del túnel de ensayos y formación de Tunnel Safety Testing de Applus (<a href="https://www.tunneltest.com/es/">https://www.tunneltest.com/es/</a>) en San Pedro de Anes (Asturias).</div>
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<iframe width="560" height="315" src="https://www.youtube.com/embed/705CMqmDAKw" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-29309047568186704482019-11-30T23:37:00.001-08:002019-11-30T23:38:39.373-08:00VEHICULO JACINTO-LDA PARA INTERVENCIÓN EN INCENDIOS EN TUNELES <div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwB_JjqbIfoP0R8KNdi2aO9nYd9g_xvjMD6znyr4nx6d2gxPcGp891wsWoEHDfAB3kFGKcVA0ZQcrohTa6huu06yafDxoqUmpKwd01c-btTrK0-oqZQj7RWgk7dYcskAKuXxrA-RyibDw/s1600/VECI1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="772" data-original-width="1156" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwB_JjqbIfoP0R8KNdi2aO9nYd9g_xvjMD6znyr4nx6d2gxPcGp891wsWoEHDfAB3kFGKcVA0ZQcrohTa6huu06yafDxoqUmpKwd01c-btTrK0-oqZQj7RWgk7dYcskAKuXxrA-RyibDw/s400/VECI1.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0TwUrhyDt23izJDE-IA0dXwRkZlFHOCTbCYgYkFB9w_E12aJkQxWDfWWcPCXMeQrhMkj5EOg0MCfJvCD2h_6waCe8vFrHals9krctyisDrUaO0LsBBcpAoGkX5xGYM1Lwu5NibTe8DDw/s1600/VECI2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="772" data-original-width="1156" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0TwUrhyDt23izJDE-IA0dXwRkZlFHOCTbCYgYkFB9w_E12aJkQxWDfWWcPCXMeQrhMkj5EOg0MCfJvCD2h_6waCe8vFrHals9krctyisDrUaO0LsBBcpAoGkX5xGYM1Lwu5NibTe8DDw/s400/VECI2.png" width="400" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La empresa<b> Jacinto-Lda (</b><a href="https://jacinto-lda.com/veci/" style="background-color: transparent; font-style: inherit;">https://jacinto-lda.com/veci/</a>), presenta un nuevo diseño de vehiculo diseñado especificamente para extinción de incendios en túneles.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">El vehiculo va carrozado sobre un chassis MAN TGS 33.400 y presenta las siguientes caracterísitcas:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Chassis: MAN TGS 33.400 / Cabina SP. 2 plazas / Tracción 6x4 / Potencia 400 CV / Peso bruto 33.000 Kg / Distancia entre ejes 3900+1400 mm</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Carrocería: Estructura en acero galvanizado y aluminio / Tanque de agua en acero inoxidable 316L con capacidad para 12.000 litros / Tanque de espuma en acero inoxidable 316L con capacidad para 1.000 litros / Bomba Godiva P2B 3010.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Equipamiento específico: Proporcionador-dosificador de espuma electrónico modelo CTD Camaleón 30L / Turbina modelo Jacinto: </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">• Ventilación (presión positiva) – De 54.000 m3/h hasta 93.600 m3/h</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">• Proyección de agua – 780 l/min sprinklers y 2.000 l/min con monitor</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">• Proyeción de espuma – 2.000 l/min • Distancia alcanzada de 80 mts.</span></div>
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Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-30436247362466645552019-05-31T06:46:00.002-07:002019-05-31T06:46:34.744-07:00VIDEO DEL ULTIMO SIMULACRO DE ACCIDENTE E INCENDIO DESARROLLADO POR EMESA M-30<iframe width="560" height="315" src="https://www.youtube.com/embed/LBhclBcy53c" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0tag:blogger.com,1999:blog-2990539842982494427.post-67628957926703842022019-05-31T02:43:00.002-07:002019-05-31T02:43:54.999-07:00VIDEO SIMULACRO EN METRO MADRID<iframe width="560" height="315" src="https://www.youtube.com/embed/DexXOWXatJ4" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Seguridad en Túneles.http://www.blogger.com/profile/10726149859292513896noreply@blogger.com0