tag:blogger.com,1999:blog-28218447851294679002024-03-13T10:30:20.514-07:00GESTION DE RIESGOconceptos fundamentales sobre gestion de riesgo que es necesario para los seres vivosAnonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-2821844785129467900.post-1511204509454365302013-01-15T09:49:00.000-08:002013-01-15T09:49:17.134-08:00IMPORTANTES DE LA HOJA DE CAL<div class="niv1" style="text-align: justify;">
<b>Las compañías de software han creado muchas hojas de cálculo. Las más importantes son:</b>
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<ul style="text-align: justify;">
<li>Microsoft Excel: paquete de oficina <i>Microsoft Office</i>.
</li>
<li>Sun: <i>StarOffice Calc</i>, paquete <i>StarOffice</i>.
</li>
<li><i>OpenCalc</i>: paquete <i>OpenOffice</i>.
</li>
<li><i>IBM/Lotus 1-2-3</i>: paquete <i>SmartSuite</i>.
</li>
<li><i>Corel Quattro Pro</i>: paquete <i>WordPerfect</i>.
</li>
<li><i>KSpread</i>: paquete <i>KOffice</i>, paquete gratuito de Linux.</li>
</ul>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-29644765337780896252013-01-15T09:43:00.000-08:002013-01-15T09:43:00.799-08:00<br />
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La Gestión de riesgos (traducción del inglés Risk management / Manejo de riesgos) es un enfoque estructurado para manejar la incertidumbre relativa a una amenaza, a través de una secuencia de actividades humanas que incluyen evaluación de riesgo,
estrategias de desarrollo para manejar lo y mitigación del riesgo
utilizando recursos gerencia les. Las estrategias incluyen transferir el
riesgo a otra parte, evadir el riesgo, reducir los efectos negativos del
riesgo y aceptar algunas o todas las consecuencias de un riesgo
particular.</div>
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Algunas veces, el manejo de riesgos se centra en la contención de
riesgo por causas físicas o legales (por ejemplo, desastres naturales o
incendios, accidentes, muerte o demandas). Por otra parte, la gestión de
riesgo financiero se enfoca en los riesgos que pueden ser manejados
usando instrumentos financieros y comerciales.</div>
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El objetivo de la gestión de riesgos es reducir diferentes riesgos
relativos a un ámbito preseleccionado a un nivel aceptado por la
sociedad. Puede referirse a numerosos tipos de amenazas causadas por el
medio ambiente, la tecnología, los seres humanos, las organizaciones y
la política. Por otro lado, involucra todos los recursos disponibles por
los seres humanos o, en particular, por una entidad de manejo de
riesgos (persona, staff, organización).</div>
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Así, la administración de riesgo empresarial es un proceso
realizado por el consejo directivo de una entidad, la administración y
el personal de dicha entidad. Es aplicado en el establecimiento de estrategias de toda la empresa, diseñada para identificar eventos potenciales
que puedan afectar a la entidad y administrar los riesgos para
proporcionar una seguridad e integridad razonable referente al logro de
objetivos.</div>
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La gestión de riesgos financieros ha cobrado una especial relevancia a
nivel internacional, debido en parte a las crisis financieras de los
años noventa. La gestión de riesgos financieros se ocupa de diversos
tipos de riesgos financieros.</div>
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" 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" 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Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-63186680443384159532012-10-10T10:23:00.003-07:002012-10-10T10:23:36.939-07:00CONCEPTO DE UNIVERSAL<div style="text-align: justify;">
Es el conjunto de actividades que se diseñan para abarcar a la población
en general, sin contemplar si algunos presentan mayor número de riesgos
individuales que los puedan llevar al inicio y abuso de drogas. En esta
intervención preventiva, se considera que los miembros de la población
pueden compartir los mismos factores de riesgo relacionados con las
drogas, pero que el riesgo puede ser variable para cada individuo.
</div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-26468176340623460632012-10-10T10:20:00.003-07:002012-10-10T10:22:08.549-07:00CLASES DE PREVENCION<div align="JUSTIFY" style="margin-bottom: 0cm;">
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<span style="font-weight: normal;">Prevención
universal</span></div>
<h3 align="JUSTIFY" class="western" style="font-weight: normal;">
Prevención
selectiva</h3>
<h3 align="JUSTIFY" class="western" style="font-weight: normal;">
Prevención
indicada</h3>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-44965097864734457772012-10-10T10:17:00.004-07:002012-10-10T10:17:38.839-07:00COCEPTO BASICO DE PREVENCION
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Prevención </div>
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Tiene el
propósito de evitar la aparición de riesgos para la salud del
individuo, de la familia y la comunidad. Implica actuar para que un
problema no aparezca o, en su caso, para disminuir sus efectos. </div>
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Prevenir es anticiparse, adelantarse, actuar para
evitar que ocurra algo que no queremos que pase, en este caso, que se
consuman drogas. Pero si ya se están tomando, prevenir es intentar
evitar que el problema vaya a más y, en caso de existir alguna
situación de dependencia, ayudar a las personas a recibir
tratamiento para superarla y salir de ella.
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Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-74438791381099581142012-10-10T10:14:00.002-07:002012-10-10T10:14:14.310-07:00DEFINICION DE MITIGACION<div style="color: black;">
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El propósito de la <b>mitigación</b> es la
reducción de la vulnerabilidad, es decir la atenuación de los daños
potenciales sobre la vida y los bienes causados por un evento :</div>
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Geológico, como un
sismo o tsunami
y huracanes.
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Hidrológico,
inundación o
sequía.
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Sanitario.
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Eventos fortuitos,
como por ejemplo: incendio...
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</li>
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Es decirle no a la vulnerabilidad.
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</ul>
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Se entiende también por <b>mitigación</b> al
conjunto de medidas que se pueden tomar para contrarrestar o
minimizar los impactos
ambientales negativos que pudieran tener algunas intervenciones
antrópicas. Estas medidas deben estar consolidadas en un Plan
de mitigación, el que debe formar parte del estudio
de impacto ambiental.</div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-75115650820943046072012-10-10T10:09:00.004-07:002012-10-10T10:09:32.929-07:00CONCEPTO DE VUNERABILIDAD<div style="text-align: center;">
Concepto de vulnerabilidad</div>
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Se entiende por vulnerabilidad, la susceptibilidad a la pérdida de un elemento o conjunto de elementos como resultado de la ocurrencia de un desastre. Esta definición es lo suficientemente amplia para que se aplique tanto a aspectos físicos, operativos y administrativos. No obstante, el reconocimiento de las incertidumbres asociadas a la cuantificación de la vulnerabilidad física, ha hecho que ésta sea expresada como la probabilidad de que ocurra un determinado fenómeno natural o antrópico, y generalmente es expresado como:<br />P (Ai) = probabilidad de que suceda el fenómeno Ai<br />La selección o caracterización del fenómeno depende del problema y es finalmente una decisión del analista, por ejemplo puede ser: una aceleración del terreno, una velocidad del viento, el caudal de un río, el espesor de la ceniza arrojada por un volcán, el nivel de turbiedad del agua u otro.<br />El análisis de las estadísticas disponibles sobre las amenazas y sus consecuencias conduce a una clara diferenciación entre dos grupos de problemas: (a) la peligrosidad e intensidad de las acciones esperadas; y, (b) la vulnerabilidad de las obras hechas por el hombre para soportar, con daños tolerables, tales acciones.</div>
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Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-43232850218465887312012-10-08T08:48:00.000-07:002012-10-09T12:15:02.273-07:00VOLCANES<div class="separator" style="clear: both; text-align: center;">
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<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="cite_ref-2"></a>
<span style="color: maroon;"><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Un
</span></span></span></span></span><span style="color: maroon;"><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><b><span style="background: #ffffff;">volcán</span></b></span></span></span></span><span style="color: maroon;"><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">
(del dios mitológico
Vulcano)
es una estructura geológica por la cual emergen el magma
(roca fundida) en forma de lava,
ceniza
volcánica y gases
del interior del planeta. El ascenso ocurre generalmente en episodios
de actividad violenta denominados </span></span></span></span></span><span style="color: maroon;"><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">«erupciones»</span></span></i></span></span></span><span style="color: maroon;"><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">,
las cuales pueden variar en intensidad,
duración y frecuencia; siendo desde conductos de corrientes de lava
hasta explosiones
extremadamente destructivas.</span></span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Generalmente
adquieren una característica forma cónica que es formada por la
presión del magma subterráneo así como de la acumulación de
material de erupciones anteriores. Encima del volcán podemos
encontrar su cráter
o caldera.</span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Los
volcanes se pueden encontrar en la Tierra así como en otros planetas
y satélites, algunos de los cuales están formados de materiales que
consideramos "fríos"; estos son los criovolcanes.
Es decir, en ellos el hielo
actúa como roca
mientras la fría agua líquida interna actúa como el magma; esto
ocurre -por ejemplo- en la fría luna de Júpiter
llamada Europa.</span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Por
lo general, los volcanes se forman en los límites de placas
tectónicas, aunque existen llamados puntos
calientes los cuales no se atienden a los contactos entre placas,
un ejemplo clásico son las islas
Hawái.</span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Los
volcanes pueden tener muchas formas al igual que producir variados
productos. Algunas formas comunes son las de estratovolcán,
cono de
escoria, caldera
volcánica y volcán
en escudo. Existen volcánes submarinos así como otros que
alcanzan alturas sobre los 6000 metros sobre el nivel del mar. Los
volcanes submarinos son particularmente numerosos al ubicarse una
gran cantidad de ellos a lo largo de las dorsales
oceánicas.</span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: none repeat scroll 0% 0% rgb(255, 255, 255);">MAS INFORMACION </span></span></span></span></div>
<div align="JUSTIFY" style="background: none repeat scroll 0% 0% rgb(255, 255, 255); color: black;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: none repeat scroll 0% 0% rgb(255, 255, 255);"><a href="http://es.wikipedia.org/wiki/Volc%C3%A1n">http://es.wikipedia.org/wiki/Volc%C3%A1n</a> </span></span></span></span></div>
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Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-28631143988173452422012-10-08T08:46:00.000-07:002012-10-08T12:23:33.638-07:00Formas volcánicas relacionadas<div style="color: black;">
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<h2 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Formas
volcánicas relacionadas</span></span></h2>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Calderas"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Calderas</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Artículo
principal: </span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">Caldera
volcánica</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Aniakchak-caldera_alaska.jpg"><img align="BOTTOM" border="1" height="147" name="gráficos28" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/bb/Aniakchak-caldera_alaska.jpg/220px-Aniakchak-caldera_alaska.jpg" width="220" /></a>
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<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Aniakchak-caldera_alaska.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos29" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Caldera
Aniakchak, en Alaska.</span></span></span></span></div>
<div align="JUSTIFY" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">La
mayoría de los volcanes presentan en su cima un cráter de paredes
empinadas, por el interior. Cuando el cráter supera 1 km de diámetro
se denomina caldera volcánica.</span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Las
calderas son estructuras de forma circular y la mayoría se forma
cuando la estructura volcánica se hunde sobre la cámara magmática
parcialmente vacía que se sitúa por debajo. Si bien la mayoría de
las calderas se crea por el hundimiento producido después de una
erupción
explosiva, esto no es así en todos los casos.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">En
el caso de los enormes volcanes
en escudo de Hawái,
las calderas se crearon por la continua subsidencia a medida que el
magma se drenaba desde la cámara magmática durante las erupciones
laterales. También las calderas de las islas Galápagos se han ido
hundiendo por derrames laterales.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Las
calderas de gran tamaño se forman cuando un cuerpo magmático
granítico
(félsico) se
ubica cerca de la superficie curvando de esta manera las rocas
superiores. Posteriormente, una fractura en el techo permite al magma
rico en gases y muy viscoso ascender hasta la superficie, donde
expulsa de manera explosiva, enormes volúmenes de material
piroclástico, fundamentalmente cenizas y fragmentos de pumita.
Estos materiales se denominan coladas piroclásticas y pueden
alcanzar velocidades de 100 km/h. Cuando estos materiales se
detienen, los fragmentos calientes se fusionan para formar una toba
soldada que se asemeja a una colada de lava solidificada.
Finalmente, el techo se derrumba dando lugar a una caldera. Este
procedimiento puede repetirse varias veces en el mismo lugar.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Se
conocen al menos 138 calderas que superan los 5 km de diámetro.
Muchas de estas calderas son difíciles de ubicar, por lo que han
sido identificadas con imágenes de satélites. Entre las más
importantes se encuentra La
Garita con unos 32 km de diámetro y una longitud de 80 que está
ubicada en las montañas
de San Juan al sur del estado
de Colorado.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Erupciones_fisurales_y_llanuras_de_lava"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Erupciones
fisurales y llanuras de lava</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Lakagigar_Iceland_2004-07-01.jpg"><img align="BOTTOM" border="1" height="165" name="gráficos30" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/13/Lakagigar_Iceland_2004-07-01.jpg/220px-Lakagigar_Iceland_2004-07-01.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Lakagigar_Iceland_2004-07-01.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos31" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<br />
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">A
pesar de que las erupciones volcánicas están relacionadas con
estructuras en forma de cono, la mayor parte del material volcánico
es extruido por fracturas en la corteza denominadas fisuras.
Estas fisuras permiten la salida de lavas de baja viscosidad que
recubren grandes áreas. La llanura
de Columbia en el noroeste de los Estados Unidos se formó de
esta manera. Las erupciones fisurales expulsaron lava basáltica muy
líquida. Las coladas siguientes cubrieron el relieve y formaron una
llanura
de lava (</span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">plateau</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">)
que en algunos lugares tiene casi 1,5 km de grosor. La fluidez se
evidencia en la superficie recorrida por la lava: unos 150 km desde
su origen. A estas coladas se las denomina basaltos
de inundación (</span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">flood
basalts</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">).</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Este
tipo de coladas sucede fundamentalmente en el suelo oceánico y no
puede verse. A lo largo de las dorsales
oceánicas, donde la expansión del suelo oceánico es activa,
las erupciones fisurales generan nuevo suelo oceánico. Islandia
está ubicada encima de la dorsal
centroatlántica y ha experimentado numerosas erupciones
fisurales. Las erupciones fisurales más grandes de Islandia
ocurrieron en 1783 y
se denominaron erupciones
de Laki. Laki es
una fisura o volcán fisural de 25 km de largo que generó más de 20
chimeneas separadas que expulsaron corrientes de lava basáltica muy
fluida. El volumen total de lava expulsada por las erupciones de Laki
fue superior a los 12 km³. Los gases arruinaron las praderas y
mataron al ganado islandés. La hambruna subsiguiente mató cerca de
10.000 personas. La caldera está situada muy por debajo de la boca
del volcán.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Domo_de_lava"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Domo
de lava</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:MSH06_aerial_crater_from_north_high_angle_09-12-06.jpg"><img align="BOTTOM" border="1" height="146" name="gráficos32" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a4/MSH06_aerial_crater_from_north_high_angle_09-12-06.jpg/220px-MSH06_aerial_crater_from_north_high_angle_09-12-06.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:MSH06_aerial_crater_from_north_high_angle_09-12-06.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos33" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Domos
de lava en el cráter del Monte
Santa Helena (Estados Unidos).</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Artículo
principal: </span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">Domo
de lava</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">La
lava rica en sílice es viscosa y por lo tanto, apenas fluye; cuando
es extruida fuera de la chimenea puede producir una masa bulbosa de
lava solidificada que se denomina domo
de lava. Debido a su viscosidad, la mayoría está compuesto por
riolitas y otros
por obsidianas.
La mayoría de los domos volcánicos se desarrollan a partir de una
erupción explosiva de un magma rico en gases.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Aunque
la mayoría de los domos volcánicos están asociados a conos
compuestos, algunos se forman de manera independiente. Tal es el
caso de la línea de domos riolíticos y de obsidiana en los cráteres
Mono en California.</span></span></span></span></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-28318259412894632612012-10-08T08:38:00.001-07:002012-10-08T08:38:34.619-07:00Tipos de erupciones volcánicas<div style="color: black;">
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<h2 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Tipos
de erupciones volcánicas</span></span></h2>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Artículo
principal: </span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">Erupción
volcánica</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">.</span></span></span></span></div>
<div align="JUSTIFY" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">La
temperatura, composición, viscosidad y elementos disueltos de los
magmas son los factores fundamentales de los cuales depende el tipo
de explosividad y la cantidad de productos volátiles que acompañan
a la erupción volcánica.</span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Hawaiano_o_efusivo"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Hawaiano
o efusivo</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Kilauea_Shield_Volcano_Hawaii_20071209A.jpg"><img align="BOTTOM" border="1" height="147" name="gráficos14" src="http://upload.wikimedia.org/wikipedia/commons/thumb/0/0d/Kilauea_Shield_Volcano_Hawaii_20071209A.jpg/220px-Kilauea_Shield_Volcano_Hawaii_20071209A.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Kilauea_Shield_Volcano_Hawaii_20071209A.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos15" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Volcán
Hawaiano en Kilauea Shield</span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Sus
lavas son bastante fluidas, sin que tengan lugar desprendimientos
gaseosos explosivos; estas lavas se desbordan cuando rebasan el
cráter y se deslizan con facilidad por la ladera del volcán,
formando verdaderas corrientes que recorren grandes distancias. Por
esta razón, los volcanes de tipo hawaiano son de pendiente suave.
Algunas partículas de lava, al ser arrastradas por el viento, forman
hilos cristalinos que los nativos llaman cabellos de la diosa Pelé
(diosa del fuego). Son bastante comunes en todo el planeta.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Estromboliano_o_mixto"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Estromboliano
o mixto</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Artículo
principal: </span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">Erupción
estromboliana</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Stromboli_Eruption.jpg"><img align="BOTTOM" border="1" height="328" name="gráficos16" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/93/Stromboli_Eruption.jpg/220px-Stromboli_Eruption.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Stromboli_Eruption.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos17" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Erupción
del Stromboli
(Italia) en 1980.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Este
tipo de volcán recibe el nombre del Stromboli,
volcán de las islas Eolias (mar Tirreno),
al Norte de Sicilia. Se originan cuando hay alternancia de los
materiales en erupción, formándose un cono estratificado en capas
de lavas fluidas y materiales sólidos. La lava es fluida,
desprendiendo gases abundantes y violentos, con proyecciones de
escorias, bombas y lapilli.
Debido a que los gases pueden desprenderse con facilidad, no se
producen pulverizaciones o cenizas. Cuando la lava rebosa por los
bordes del cráter, desciende por sus laderas y barrancos, pero no
alcanza tanta extensión como en las erupciones de tipo hawaiano.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Vulcaniano"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Vulcaniano</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Vulcano_Sicht_vom_Wasser.jpg"><img align="BOTTOM" border="1" height="165" name="gráficos18" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/42/Vulcano_Sicht_vom_Wasser.jpg/220px-Vulcano_Sicht_vom_Wasser.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Vulcano_Sicht_vom_Wasser.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos19" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Vulcano.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Del
nombre del volcán Vulcano
en las islas
Eolias. Se desprenden grandes cantidades de gases de un magma
poco fluido, que se consolida con rapidez; por ello las explosiones
son muy fuertes y pulverizan la lava, produciendo mucha ceniza,
lanzada al aire acompañadas de otros materiales fragmentarios.
Cuando la lava sale al exterior se solidifica rápidamente, pero los
gases que se desprenden rompen y resquebrajan su superficie, que por
ello resulta áspera y muy irregular, formándose lavas de tipo Aa.
Los conos de estos volcanes son de pendiente muy inclinada.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Pliniano_o_vesubiano"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Pliniano
o vesubiano</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://commons.wikimedia.org/wiki/File:Pompeii_the_last_day_1.jpg"><img align="BOTTOM" border="1" height="244" name="gráficos20" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/5c/Pompeii_the_last_day_1.jpg/220px-Pompeii_the_last_day_1.jpg" width="220" /></a>
</span>
</div>
<div align="JUSTIFY" style="background: #ffffff; margin-bottom: 0cm; text-decoration: none;">
<span style="background: #ffffff;"><a href="http://es.wikipedia.org/wiki/Archivo:Pompeii_the_last_day_1.jpg"><img align="BOTTOM" border="1" height="11" name="gráficos21" src="http://bits.wikimedia.org/static-1.20wmf12/skins/common/images/magnify-clip.png" width="15" /></a></span></div>
<div align="JUSTIFY" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Pintura
de la erupcion del monte Vesubio del año 79</span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Nombrado
así en honor a Plinio
el Joven, difiere del vulcaniano en que la presión de los gases
es muy fuerte y produce explosiones muy violentas. Forma nubes
ardientes que, al enfriarse, producen precipitaciones de cenizas, que
pueden llegar a sepultar ciudades, como ocurrió con Pompeya
y Herculano y el
volcán Vesubio.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Se
caracteriza por alternar erupciones de piroclastos
con erupciones de coladas lávicas, dando lugar a una superposición
en estratos que hace que este tipo de volcanes alcance grandes
dimensiones. Otros volcanes de tipo pliniano son el Teide,
el Popocatépetl
y el Fujiyama.</span></span></span></span></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-88165321807493393782012-10-08T08:32:00.003-07:002012-10-08T08:33:21.932-07:00TIPOS DE VOLCANES<div style="color: black;">
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<a href="http://4.bp.blogspot.com/-Q1uQ_wVvGA8/UHLx9O0Hm3I/AAAAAAAAAC8/JiHZ0SJQluQ/s1600/images.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-Q1uQ_wVvGA8/UHLx9O0Hm3I/AAAAAAAAAC8/JiHZ0SJQluQ/s1600/images.jpeg" /></a></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Volcanes
activos</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Son
aquellos que entran en actividad eruptiva. La mayoría de los
volcanes ocasionalmente entran en actividad y permanecen en reposo la
mayor parte del tiempo. Para bienestar de la humanidad solamente unos
pocos están en erupción continua. El período de actividad eruptiva
puede durar desde una hora hasta varios años. Este ha sido el caso
del volcán
de Pacaya, o el Irazú. No se ha descubierto aún un método
seguro para predecir las erupciones.</span></span></span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Volcanes_durmientes"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Volcanes
durmientes</span></span></h3>
<div align="JUSTIFY" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Los
volcanes durmientes son aquellos que mantienen ciertos signos de
actividad como lo son las aguas termales y han entrado en actividad
esporádicamente. Dentro de esta categoría suelen incluirse las
fumarolas y los volcanes con largos períodos en inactividad entre
erupción. Un volcán se considera durmiente si su última erupción
fue en los últimos 25.000 años.</span></span></div>
<h3 align="JUSTIFY" class="western" lang="es-ES" style="background: #ffffff; text-decoration: none;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="Volcanes_extintos"></a>
<span style="font-family: Ubuntu;"><span style="background: #ffffff;">Volcanes
extintos</span></span></h3>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Artículo
principal: </span></span></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><i><span style="text-decoration: none;"><span style="background: #ffffff;">Volcán
extinto</span></span></i></span></span><span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">Los
volcanes
extintos son aquellos que estuvieron en actividad durante
períodos muy lejanos y no muestran indicios de que puedan
reactivarse en el futuro. Son muy frecuentes, aunque la inactividad
que las describe puede reactivarse nuevamente en muy raras ocasiones,
estos volcanes generalmente han dejado de mostrar actividad desde
hace muchos siglos antes de ser considerados extintos.</span></span></span></span></div>
<div align="JUSTIFY" style="background: #ffffff;">
<span style="font-family: Ubuntu;"><span lang="es-ES"><span style="text-decoration: none;"><span style="background: #ffffff;">La
actividad eruptiva es casi siempre intermitente, ya que los períodos
de paroxismo alternan con otros de descanso, durante los cuales el
volcán parece extinguido (Vesubio,
Teide, Teneguía,
Fuji, etc.).
Consiste en el desplazamiento de las rocas ígneas o en estado de
fusión, desde el interior de la corteza terrestre hacia el exterior.
Estos materiales salen a la superficie terrestre como si fueran ríos
de rocas fundidas, conformando un volcán activo, al impulso de los
gases.</span></span></span></span></div>
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<br /></div>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-72714134450366723602012-10-08T08:21:00.002-07:002012-10-08T12:24:18.400-07:00ERUPCION VOLCANICA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-77968389381310698362012-10-02T10:31:00.001-07:002012-10-09T14:21:09.732-07:00Propagación<style type="text/css">
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<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: medium;">Propagación</span></span></span></div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
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<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;"></span></span></span><br /></div>
<ol>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">El
movimiento sísmico se propaga mediante </span></span></span><a href="http://es.wikipedia.org/wiki/Onda_%28f%C3%ADsica%29"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>ondas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> elásticas
(similares a las del sonido) a partir del hipocentro. Las </span></span></span><a href="http://es.wikipedia.org/wiki/Onda_s%C3%ADsmica"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>ondas
sísmicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> son
de tres tipos principales:</span></span></span></li>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>Ondas
longitudinales, primarias o P</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Ondas de cuerpo que se propagan a velocidades de 8 a 13 km/s en el
mismo sentido que la vibración de las partículas. Circulan por el
interior de la Tierra, donde atraviesan líquidos y sólidos. Son
las primeras que registran los aparatos de medición o sismógrafos.
De ahí su nombre «P».</span></span></span><span style="color: black;"><sup><span style="font-family: Arial, serif;"><span style="font-size: x-small;">[</span></span></sup></span><a href="http://es.wikipedia.org/wiki/Wikipedia:Verificabilidad"><span style="color: #0b0080;"><sup><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i><u>cita requerida</u></i></span></span></sup></span></a><span style="color: black;"><sup><span style="font-family: Arial, serif;"><span style="font-size: x-small;">]</span></span></sup></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
</li>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>Ondas
transversales, secundarias o S</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Son ondas de cuerpo más lentas que las anteriores (entre 4 y 8
km/s). Se propagan perpendicularmente en el sentido de vibración de
las partículas. Atraviesan únicamente sólidos. En los sismógrafos
se registran en segundo lugar.</span></span></span></div>
</li>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>Ondas
superficiales</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Son las más lentas: 3,5 km/s. Resultan de interacción de las ondas
P y S a lo largo de la superficie terrestre. Son las que causan más
daños. Se propagan a partir del epicentro. Son similares a las
ondas (</span></span></span><a href="http://es.wikipedia.org/wiki/Ola"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>olas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">)
que se forman sobre la superficie del mar. En los sismógrafos se
registran en último lugar.</span></span></span></div>
</li>
<li><br /></li>
<li><br /></li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;">Daños
causados por el </span></span></span><a href="http://es.wikipedia.org/wiki/Terremoto_de_San_Francisco_de_1906"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;"><u>terremoto
de 1906</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;"> en</span></span></span><a href="http://es.wikipedia.org/wiki/San_Francisco_%28Estados_Unidos%29"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;"><u>San
Francisco</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;">, </span></span></span><a href="http://es.wikipedia.org/wiki/Estados_Unidos"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;"><u>Estados
Unidos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: xx-small;">.</span></span></span></li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: medium;">Terremotos
inducidos</span></span></span></li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Actualmente
se tiene certeza de que si como consecuencia de eliminación
de </span></span></span><a href="http://es.wikipedia.org/wiki/Desecho"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>desechos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> en </span></span></span><a href="http://es.wikipedia.org/wiki/Disoluci%C3%B3n"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>solución</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
o en </span></span></span><a href="http://es.wikipedia.org/wiki/Suspensi%C3%B3n_%28qu%C3%ADmica%29"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>suspensión</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
éstos se inyectan en el </span></span></span><a href="http://es.wikipedia.org/wiki/Subsuelo"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>subsuelo</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
o por extracción de </span></span></span><a href="http://es.wikipedia.org/wiki/Hidrocarburos"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>hidrocarburos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
en las regiones ya sometidas a fuertes tensiones se provoca un brusco
aumento de la </span></span></span><a href="http://es.wikipedia.org/w/index.php?title=Presi%C3%B3n_intersticial&action=edit&redlink=1"><span style="color: #a55858;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>presión
intersticial</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
una intensificación de la actividad sísmica.</span></span></span></li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Pronto
se deberían controlar mejor estos </span></span></span><a href="http://es.wikipedia.org/wiki/Sismos"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>sismos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> inducidos
y, en consecuencia, preverlos. Tal vez, pequeños sismos inducidos
podrían evitar el desencadenamiento de un terremoto de mayor
magnitud.</span></span></span></li>
</ol>
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Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-86013747862907107182012-10-02T10:30:00.002-07:002012-10-08T11:59:12.916-07:00En un terremoto se distinguen:<style type="text/css">
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<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">En un
terremoto se distinguen:</span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-JadvGv9nXLA/UGtr46GUZwI/AAAAAAAAACQ/A6BnoQDQIu0/s1600/DESTINGUE.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-JadvGv9nXLA/UGtr46GUZwI/AAAAAAAAACQ/A6BnoQDQIu0/s1600/DESTINGUE.jpeg" /></a></div>
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<ol>
<li><div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<a href="http://es.wikipedia.org/wiki/Hipocentro"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>Hipocentro</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
zona interior profunda, donde se produce el terremoto.</span></span></span></div>
</li>
<li><div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<a href="http://es.wikipedia.org/wiki/Epicentro"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>Epicentro</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
área de la superficie perpendicular al </span></span></span><a href="http://es.wikipedia.org/wiki/Hipocentro"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>hipocentro</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
donde con mayor intensidad repercuten las </span></span></span><a href="http://es.wikipedia.org/wiki/Ondas_s%C3%ADsmicas"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>ondas
sísmicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
</li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">La
probabilidad de ocurrencia de terremotos de una magnitud determinada
en una región concreta viene dada por una </span></span></span><a href="http://es.wikipedia.org/wiki/Distribuci%C3%B3n_de_Poisson"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>distribución
de Poisson</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Así la probabilidad de ocurrencia de </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>k</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> terremotos
de magnitud </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>M</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> durante
un período </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>T</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> en
cierta región está dada por:</span></span></span></li>
<li><br /></li>
<li><br /></li>
<li><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Donde</span></span></span></li>
<li><span style="color: black;"> <span style="font-family: Arial, serif;"><span style="font-size: x-small;">es
el </span></span></span><a href="http://es.wikipedia.org/wiki/Tiempo_de_retorno"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>tiempo
de retorno</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> de
un terremoto de intensidad </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>M</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">,
que coincide con el tiempo medio entre dos terremotos de
intensidad </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>M</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></li>
</ol>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-68650601867309158122012-10-02T10:29:00.003-07:002012-10-02T15:27:54.412-07:00localizaciones<div style="text-align: center;">
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<div style="text-align: center;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: medium;">Localizaciones</span></span></span></div>
<br />
<br />
<br />
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: medium;"> </span></span></span><a href="http://2.bp.blogspot.com/-UvlYbCAkyGk/UGtqNyzM5sI/AAAAAAAAACA/vgSI_be26xM/s1600/+LOC+terremotos.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="http://2.bp.blogspot.com/-UvlYbCAkyGk/UGtqNyzM5sI/AAAAAAAAACA/vgSI_be26xM/s400/+LOC+terremotos.jpg" width="400" /></a></div>
<div style="background: #ffffff; line-height: 0.51cm; margin-top: 0.17cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Los
terremotos tectónicos suelen ocurrir en zonas donde la concentración
de fuerzas generadas por los límites de las </span></span></span><a href="http://es.wikipedia.org/wiki/Tect%C3%B3nica_de_placas"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>placas
tectónicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> dan
lugar a movimientos de reajuste en el interior y en la superficie de
la </span></span></span><a href="http://es.wikipedia.org/wiki/Tierra"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>Tierra</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Por este motivo los sismos de origen tectónico están íntimamente
relacionados con la formación de </span></span></span><a href="http://es.wikipedia.org/wiki/Falla"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>fallas
geológicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Comúnmente acontecen al final de un </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>ciclo
sísmico</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">:
período durante el cual se acumula deformación en el interior de
la </span></span></span><a href="http://es.wikipedia.org/wiki/Tierra"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>Tierra</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> que
más tarde se liberará repentinamente. Dicha liberación se
corresponde con el terremoto, tras el cual la deformación comienza a
acumularse nuevamente.</span></span></span></div>
<div style="background: #ffffff; line-height: 0.51cm; margin-top: 0.17cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">El punto
interior de la </span></span></span><a href="http://es.wikipedia.org/wiki/Tierra"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>Tierra</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> donde
se origina el sismo se denomina </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>foco
sísmico</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> o </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>hipocentro</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
El punto de la superficie que se halla directamente en la vertical
del hipocentro —que, por tanto, es el primer afectado por la
sacudida— recibe el nombre de </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>epicentro</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-67389046012992159632012-10-02T10:29:00.000-07:002012-10-02T15:21:22.380-07:00causas<div style="text-align: center;">
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<br /></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-M4QzWUyFbAk/UGtouwVWDcI/AAAAAAAAAB4/rtXSe8gpjkU/s1600/causas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="221" src="http://2.bp.blogspot.com/-M4QzWUyFbAk/UGtouwVWDcI/AAAAAAAAAB4/rtXSe8gpjkU/s320/causas.jpg" width="320" /></a></div>
<br /></div>
<div style="background: #ffffff; line-height: 0.51cm; margin-top: 0.17cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">La causa
de los terremotos se encuentra liberación de energía de la corteza
terrestre acumulada a consecuencia de actividades </span></span></span><a href="http://es.wikipedia.org/wiki/Volc%C3%A1n"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>volcánicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> y
tectónicas, que se originan principalmente en los bordes de
la </span></span></span><a href="http://es.wikipedia.org/wiki/Placa_tect%C3%B3nica"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>placa</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
<div style="background: #ffffff; line-height: 0.51cm; margin-top: 0.17cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Aunque
las actividades tectónicas y volcánicas son las causas principales
por las que se generan los terremotos hay otros factores que pueden
originarlos:</span></span></span></div>
<ul>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Acumulación
de sedimentos por desprendimientos de rocas en las laderas de las
montañas, hundimiento de cavernas.</span></span></span></div>
</li>
</ul>
<ul>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Modificaciones
del </span></span></span><a href="http://es.wikipedia.org/wiki/R%C3%A9gimen_fluvial"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>régimen
fluvial</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
</li>
</ul>
<ul>
<li><div style="background: #ffffff; line-height: 0.51cm; margin-bottom: 0.04cm; margin-top: 0.05cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Variaciones
bruscas de la </span></span></span><a href="http://es.wikipedia.org/wiki/Presi%C3%B3n_atmosf%C3%A9rica"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>presión
atmosférica</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> por </span></span></span><a href="http://es.wikipedia.org/wiki/Cicl%C3%B3n"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>ciclones</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
</li>
</ul>
<div style="background: #ffffff; line-height: 0.51cm; margin-top: 0.17cm;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Estos </span></span></span><a href="http://es.wikipedia.org/wiki/Fen%C3%B3meno"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>fenómenos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> generan
eventos de baja magnitud, que generalmente caen en el rango
de </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>microsismos</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">:
temblores detectables sólo por </span></span></span><a href="http://es.wikipedia.org/wiki/Sism%C3%B3grafo"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>sismógrafos</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.</span></span></span></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-81135996508462846222012-10-02T10:28:00.001-07:002012-10-08T12:01:20.275-07:00terremoto<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
TERREMOTOS</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-tralps72Lno/UGtsim81dDI/AAAAAAAAACY/DQGglN0YHQA/s1600/INCE.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-tralps72Lno/UGtsim81dDI/AAAAAAAAACY/DQGglN0YHQA/s1600/INCE.jpeg" /></a></div>
<br />
<div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); line-height: 0.51cm; margin-top: 0.17cm; text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=2821844785129467900" name="__DdeLink__275_191759"></a>
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">(del </span></span></span><a href="http://es.wikipedia.org/wiki/Lat%C3%ADn"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>latín</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">: </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>terra</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> «tierra»
y </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>motus</i></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> «movimiento»),
también llamado </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>seísmo</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> o </span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>sismo</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> (del
griego σεισμός: «</span></span></span><a href="http://es.wikipedia.org/wiki/Sismolog%C3%ADa"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>temblor</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">»
o «</span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>temblor
de tierra</b></span></span></span><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">»)
es un fenómeno de sacudida brusca y pasajera de la </span></span></span><a href="http://es.wikipedia.org/wiki/Corteza_terrestre"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>corteza
terrestre</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> producido
por la liberación de energía acumulada en forma de </span></span></span><a href="http://es.wikipedia.org/wiki/Ondas_s%C3%ADsmicas"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>ondas
sísmicas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
Los más comunes se producen por la ruptura de </span></span></span><a href="http://es.wikipedia.org/wiki/Falla"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>fallas</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">geológicas.
También pueden ocurrir por otras causas como, por ejemplo, fricción
en el borde de placas tectónicas, procesos volcánicos o incluso ser
producidos por el hombre al realizar pruebas de detonaciones
nucleares subterráneas.CC</span></span></span></div>
<div style="background: none repeat scroll 0% 0% rgb(255, 255, 255); line-height: 0.51cm; margin-top: 0.17cm; text-align: justify;">
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">El punto
de origen de un terremoto se denomina </span></span></span><a href="http://es.wikipedia.org/wiki/Hipocentro"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>hipocentro</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
El </span></span></span><a href="http://es.wikipedia.org/wiki/Epicentro"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>epicentro</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> es
el punto de la superficie terrestre directamente sobre el hipocentro.
Dependiendo de su intensidad y origen, un terremoto puede causar
desplazamientos de la corteza terrestre, corrimientos de
tierras, </span></span></span><a href="http://es.wikipedia.org/wiki/Tsunami"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>tsunamis</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> o
actividad volcánica. Para la medición de la energía liberada por
un terremoto se emplean diversas escalas entre las que la </span></span></span><a href="http://es.wikipedia.org/wiki/Escala_de_Richter"><span style="color: #0b0080;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u>escala
de Richter</u></span></span></span></a><span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> es
la más conocida y utilizada en los medios de comunicación.</span></span></span><br />
<br />
<span style="color: black;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> MAS INFORMACIÓN : <a href="http://www.udc.es/dep/dtcon/estructuras/ETSAC/Investigacion/Terremotos/QUE_ES.htm">http://www.udc.es/dep/dtcon/estructuras/ETSAC/Investigacion/Terremotos/QUE_ES.htm</a></span></span></span></div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-67065888693430235682012-09-25T16:04:00.001-07:002012-09-25T16:04:03.362-07:00programa
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<br />
El programa de UNDP para la GR en el Ecuador se inserta dentro del
Area de Gobernabilidad y tiene como eje trasversal de su accionar la
inclusión de los conceptos de género. Junto con su Buró para la
Prevención y Recuperación de crisis, BCPR, apoya a los gobiernos
nacionales y locales en la evaluación de necesidades,
desarrollo de capacidades, coordinación de procesos de planificación
y definición de políticas para la recuperación.<br />
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-30618079932183581882012-09-25T16:00:00.004-07:002012-10-02T15:09:43.110-07:00desarrollo<style type="text/css">
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<br />
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<br /></div>
<ul style="color: black;">
<li><div style="margin-bottom: 0cm;">
Reducción de la vulnerabilidad
</div>
</li>
<li><div style="margin-bottom: 0cm;">
Fortalecimiento institucional
</div>
</li>
<li><div style="margin-bottom: 0cm;">
Gestión de riesgos y prevención
de desastres
</div>
</li>
<li><div style="margin-bottom: 0cm;">
Construcción Social
</div>
</li>
<li>Integración de la Gestión de Riesgos en las Políticas
planes y programas de desarrollo e inversión
<br />
</li>
</ul>
<br />Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-3957530632983080612012-09-25T15:59:00.003-07:002012-10-02T15:04:53.194-07:00concepto<style type="text/css">
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gestion de riesgo</div>
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<br /></div>
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<br />
<div align="JUSTIFY">
Liderar el Sistema Nacional Descentralizado de
Gestión de Riesgos (SNDGR) para garantizar la protección de
personas y colectividades de los efectos negativos de emergencias o
desastres de origen natural o antrópico, generando políticas,
estrategias y normas que permitan gestionar técnicamente los riesgos
para la identificación, análisis, prevención y mitigación de los
mismos; construir capacidades en la ciudadanía, para enfrentar y
manejar eventos de emergencia o desastre; así como para recuperar y
reconstruir las condiciones sociales, económicas y ambientales
afectadas por dichos eventos.</div>
Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-35638902747795262932012-09-25T15:53:00.000-07:002012-10-02T15:32:15.290-07:00introduccion<style type="text/css">
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<h2 class="western" style="text-align: center;">
GESTION DE RIESGOS</h2>
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<h2 class="western">
</h2>
Dentro de la visión integral para la Gestión de Riesgo (GR) que
se promueve actualmente en el mundo, el Programa de Naciones Unidas
para el Desarrollo, PNUD, en base a su mandato y tomando en cuenta
sus ventajas comparativas para apoyar el desarrollo de capacidades
nacionales, enfoca su campo de acción en los procesos de
recuperación temprana que deben implementarse inmediatamente luego
de ocurrido un desastre, así como en la promoción de las reformas
institucionales y la incorporación de políticas públicas
apropiadas para la reducción progresiva del riesgo de desastre en el
mediano y largo plazo.<br />
El programa de UNDP para la GR en el Ecuador se inserta dentro del
Area de Gobernabilidad y tiene como eje trasversal de su accionar la
inclusión de los conceptos de género. Junto con su Buró para la
Prevención y Recuperación de crisis, BCPR, apoya a los gobiernos
nacionales y locales en la evaluación de necesidades,
desarrollo de capacidades, coordinación de procesos de planificación
y definición de políticas para la recuperación.Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0tag:blogger.com,1999:blog-2821844785129467900.post-2878128239306603362012-09-25T14:45:00.000-07:002012-10-08T12:25:24.301-07:00LOS TERREMOTOS<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/05145253712771615702noreply@blogger.com0