<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2974905503375008244</id><updated>2012-02-01T17:25:19.850+01:00</updated><category term='paper'/><category term='seismics'/><category term='people'/><category term='Mediterranean'/><category term='earthquakes'/><category term='slab'/><category term='seminars'/><category term='crustal movements'/><category term='books'/><category term='SI units'/><category term='obras públicas'/><category term='subduction'/><category term='GPS'/><category term='model'/><category term='curiosidades'/><category term='Seismic network'/><category term='deformation'/><category term='blogs'/><title type='text'>GeoCoffee</title><subtitle type='html'>Compartiendo ideas sobre la Tierra Sólida</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Daniel Garcia-Castellanos</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-Xo4wCPRSzD8/AAAAAAAAAAI/AAAAAAAAKXU/bIwzGYgZacs/s512-c/photo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4839309310564329252</id><published>2012-02-01T11:34:00.004+01:00</published><updated>2012-02-01T12:00:37.829+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='earthquakes'/><title type='text'>Terratrèmol Granada/Jaén</title><content type='html'>&lt;div&gt;No es veu massa bé doncs a aquesta hora encara hi ha gent que trafega, però aqui va el registre del terratrèmol obtingut a una estació que tenim al soterrani de l'ICTJA per a fer-hi proves.  &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-kVFpCLRJaWg/TykVUcaCFqI/AAAAAAAAAZs/uLlg9FL7-yI/s1600/Granada4.0.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 245px;" src="http://3.bp.blogspot.com/-kVFpCLRJaWg/TykVUcaCFqI/AAAAAAAAAZs/uLlg9FL7-yI/s320/Granada4.0.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5704113844008392354" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4839309310564329252?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4839309310564329252/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/02/no-es-veu-massa-be-doncs-aquesta-hora.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4839309310564329252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4839309310564329252'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/02/no-es-veu-massa-be-doncs-aquesta-hora.html' title='Terratrèmol Granada/Jaén'/><author><name>mario</name><uri>http://www.blogger.com/profile/15814069451863186878</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-kVFpCLRJaWg/TykVUcaCFqI/AAAAAAAAAZs/uLlg9FL7-yI/s72-c/Granada4.0.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-2222655402232112856</id><published>2012-01-31T20:53:00.003+01:00</published><updated>2012-01-31T20:56:21.054+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='earthquakes'/><title type='text'>Terremoto Granada</title><content type='html'>¿Es normal esta discrepancia en la localización entre IGN y USGS?&lt;br /&gt;Son 23 km de diferencia!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://earthquake.usgs.gov/earthquakes/recenteqsww/Quakes/us2012wkam.php#scitech"&gt;http://earthquake.usgs.gov/earthquakes/recenteqsww/Quakes/us2012wkam.php#scitech&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ign.es/ign/layoutIn/sismoPrincipalTensorUltimo.do?evid=1124344"&gt;http://www.ign.es/ign/layoutIn/sismoPrincipalTensorUltimo.do?evid=1124344&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-2222655402232112856?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/2222655402232112856/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/terremoto-granada.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/2222655402232112856'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/2222655402232112856'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/terremoto-granada.html' title='Terremoto Granada'/><author><name>Daniel Garcia-Castellanos</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-Xo4wCPRSzD8/AAAAAAAAAAI/AAAAAAAAKXU/bIwzGYgZacs/s512-c/photo.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-6199154488520083168</id><published>2012-01-30T11:00:00.002+01:00</published><updated>2012-01-31T20:56:12.009+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='earthquakes'/><title type='text'>Tambe registrem terratremols</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-lB77a7yC-d4/TyZqkTwaC4I/AAAAAAAAGso/zI-r6WfdWlc/s1600/N_Italia_20120127_sep.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5703363150122453890" src="http://4.bp.blogspot.com/-lB77a7yC-d4/TyZqkTwaC4I/AAAAAAAAGso/zI-r6WfdWlc/s400/N_Italia_20120127_sep.jpg" style="cursor: hand; cursor: pointer; float: right; height: 400px; margin: 0 0 10px 10px; width: 309px;" /&gt;&lt;/a&gt;&lt;br /&gt;A part de gent celebrant gols, el sismometre de l'entrada tambe enregistra terratremols, com aquest al Nord d'Italia del passat divendres&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-6199154488520083168?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/6199154488520083168/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/tambe-registrem-terratremols.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6199154488520083168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6199154488520083168'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/tambe-registrem-terratremols.html' title='Tambe registrem terratremols'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-lB77a7yC-d4/TyZqkTwaC4I/AAAAAAAAGso/zI-r6WfdWlc/s72-c/N_Italia_20120127_sep.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-1977263642011211961</id><published>2012-01-29T20:44:00.006+01:00</published><updated>2012-01-30T02:14:51.369+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SI units'/><title type='text'>Ma &amp; Myr again</title><content type='html'>En aquest article un famós científic comenta de nou el tema dels Ma (million years ago) i Myr (million years period)....&lt;br /&gt;&lt;br /&gt;Christie-blick, N., 2012. Conventions and Symbols. GSA Today 2010-2011.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-1977263642011211961?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/1977263642011211961/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/ma-myr-again.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1977263642011211961'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1977263642011211961'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/ma-myr-again.html' title='Ma &amp; Myr again'/><author><name>Jaume Verges</name><uri>http://www.blogger.com/profile/03811914193738636886</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4379932024864003472</id><published>2012-01-26T17:36:00.002+01:00</published><updated>2012-01-31T20:56:49.137+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='curiosidades'/><title type='text'>Gols del Barça</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-IJ654lnvq_8/TyGBVAqFJBI/AAAAAAAAGsY/a4WEEun7FjQ/s1600/imatge.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 254px;" src="http://1.bp.blogspot.com/-IJ654lnvq_8/TyGBVAqFJBI/AAAAAAAAGsY/a4WEEun7FjQ/s400/imatge.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5701980801181492242" /&gt;&lt;/a&gt;&lt;br /&gt;Registre dels gols del Barça d'ahir en un sismometre instalat al sotan del institut. Entre els dos gols, el registre de l'esclat de coets (crec...)&lt;br /&gt;&lt;br /&gt;Jordi&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4379932024864003472?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4379932024864003472/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/gols-del-barca.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4379932024864003472'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4379932024864003472'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/gols-del-barca.html' title='Gols del Barça'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-IJ654lnvq_8/TyGBVAqFJBI/AAAAAAAAGsY/a4WEEun7FjQ/s72-c/imatge.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-7988414584089276457</id><published>2012-01-25T19:09:00.003+01:00</published><updated>2012-01-31T20:59:06.716+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='curiosidades'/><title type='text'>Resolucio Google Earth</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-hGSXpHLziAE/TyBFkOXH2XI/AAAAAAAAGsE/6Ak68y8pNFg/s1600/GEvsFoto.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 261px; height: 400px;" src="http://2.bp.blogspot.com/-hGSXpHLziAE/TyBFkOXH2XI/AAAAAAAAGsE/6Ak68y8pNFg/s400/GEvsFoto.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5701633616883734898" /&gt;&lt;/a&gt;&lt;br /&gt;Comparació entre una foto aerea i una captura de pantalla de Google Earth. La resolucio dels DEM utilitzats no està del tot malament.... Per cert, suposo que tots sabreu d'on es tracta&lt;br /&gt;&lt;br /&gt;Jordi&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-7988414584089276457?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/7988414584089276457/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/resolucio-google-earth.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/7988414584089276457'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/7988414584089276457'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/resolucio-google-earth.html' title='Resolucio Google Earth'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-hGSXpHLziAE/TyBFkOXH2XI/AAAAAAAAGsE/6Ak68y8pNFg/s72-c/GEvsFoto.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-1146612924948516827</id><published>2012-01-17T14:11:00.002+01:00</published><updated>2012-01-17T14:36:31.314+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='people'/><category scheme='http://www.blogger.com/atom/ns#' term='seminars'/><title type='text'>Inicio de los seminarios de Estructura y Dinámica de la Tierra</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;Con esta charla comienzan los seminarios de la línea de investigación Estructura y Dinámica de la Tierra del ICTJA. La idea es hacer uno de estos seminarios cada dos semanas aproximadamente, con el fin de que los estudiantes de doctorado presenten los trabajos que están realizando como parte de su tesis. Esto no excluye que cualquiera&amp;nbsp; (investigador, visita, etc) que tenga algo que quiera mostrar, pueda hacerlo a través de estas charlas.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Aquí está el anuncio del primer seminario:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-XcL2RKHjBkk/TxVw-N4PfPI/AAAAAAAAABw/3pgOLOwTn9g/s640/cartel.png" width="449" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Y ya tenemos el próximo&amp;nbsp; reservado para Juan Alcalde.&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-1146612924948516827?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/1146612924948516827/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/inicio-de-los-seminarios-de-estructura.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1146612924948516827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1146612924948516827'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/inicio-de-los-seminarios-de-estructura.html' title='Inicio de los seminarios de Estructura y Dinámica de la Tierra'/><author><name>Antonio Villaseñor</name><uri>http://www.blogger.com/profile/08749788322351732700</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-XcL2RKHjBkk/TxVw-N4PfPI/AAAAAAAAABw/3pgOLOwTn9g/s72-c/cartel.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4000559499644531502</id><published>2012-01-11T18:17:00.001+01:00</published><updated>2012-01-31T20:59:34.648+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='curiosidades'/><title type='text'>Doodle</title><content type='html'>Hola!&lt;br /&gt;&lt;br /&gt;Otra chorrada. Pero supongo que todos habréis visto el doodle de hoy, dedicado a &lt;a href="http://en.wikipedia.org/wiki/Nicolas_Steno"&gt;Nicolás Steno&lt;/a&gt; (o Niels Stensen). Os lo capturo aquí por si justo hoy no habéis abierto Google.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-prZjJiiyUJw/Tw3D40vB5pI/AAAAAAAAAAQ/U-f2wl7HLkU/s1600/steno12-hp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-prZjJiiyUJw/Tw3D40vB5pI/AAAAAAAAAAQ/U-f2wl7HLkU/s1600/steno12-hp.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4000559499644531502?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4000559499644531502/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/hola-otra-chorrada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4000559499644531502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4000559499644531502'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/hola-otra-chorrada.html' title='Doodle'/><author><name>Juan-Luis</name><uri>http://www.blogger.com/profile/05368605412905443985</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-prZjJiiyUJw/Tw3D40vB5pI/AAAAAAAAAAQ/U-f2wl7HLkU/s72-c/steno12-hp.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-8461204552695630596</id><published>2012-01-11T18:12:00.001+01:00</published><updated>2012-01-17T14:35:55.422+01:00</updated><title type='text'>Megavolcán en Sumatra extinguirá la humanidad</title><content type='html'>En fin... buscando información sobre el terremoto de ayer de Sumatra (7.3Mw, 29km depth según UGSC), me ha salido esta página sobre el fin del mundo del 21 de diciembre de 2012. Parece ser que ahora será por un megavolcán que, junto con la inversión polar simultánea en el sol y en la tierra, provocará el fin de la humanidad.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.december212012.com/articles/disaster/Sumatra_earthquakes.htm&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Propongo que aviséis a todos los organismos científicos conocidos, exigiendo financiación para la investigación de la Tierra&lt;/b&gt;, especialmente en geodinámica, o si no, el mundo se irá al garete...&lt;br /&gt;Funcionará; más o menos es lo mismo que dicen los meteorólogos con el cambio global y ellos sí están ganando dinero&amp;nbsp; ;D&lt;br /&gt;&lt;br /&gt;(para que os distraigáis)&lt;br /&gt; &lt;br /&gt;Saludos,&lt;br /&gt;&lt;br /&gt;Juan-Luis&lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-8461204552695630596?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/8461204552695630596/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2012/01/megavolcan-en-sumatra-extinguira-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/8461204552695630596'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/8461204552695630596'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2012/01/megavolcan-en-sumatra-extinguira-la.html' title='Megavolcán en Sumatra extinguirá la humanidad'/><author><name>Juan-Luis</name><uri>http://www.blogger.com/profile/05368605412905443985</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-7347173618908962091</id><published>2011-12-30T13:51:00.003+01:00</published><updated>2012-01-08T03:30:08.036+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='people'/><title type='text'>Mahdi Najafi: fellow at GDL</title><content type='html'>&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;br /&gt;&lt;br /&gt;I am Mahdi Najafi.&lt;br /&gt;I am from Iran and I will stay at GDL for at least 6 months until early June 2012.&lt;br /&gt;I work on my PhD thesis "Fold Style in Fars, Zagros Fold-Thrust Belt" in  TMU (Tarbiat-Modares University in Tehran under the supervision of Prof.  Ali Yassaghi&lt;br /&gt;My office is in the corner with Eduard Saura and Emilio Casciello.&lt;br /&gt;Jaume Vergés is my advisor.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-7347173618908962091?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/7347173618908962091/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/12/mahdi-najafi-fellow-at-gdl.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/7347173618908962091'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/7347173618908962091'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/12/mahdi-najafi-fellow-at-gdl.html' title='Mahdi Najafi: fellow at GDL'/><author><name>Jaume Verges</name><uri>http://www.blogger.com/profile/03811914193738636886</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4724127193277590151</id><published>2011-12-24T12:00:00.001+01:00</published><updated>2011-12-24T12:04:08.701+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seismic network'/><title type='text'>Passive Seismic Monitoring of an Experimental CO2 Geological Storage Site in Hontomín (Northern Spain)</title><content type='html'>Carbon dioxide capture and storage (CCS) has been recognized as a promising option for dealing with emissions from fossil fuel combustion to decrease the release of CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; into the atmosphere. In this context, the Spanish Foundation “Ciudad de la Energía” (CIUDEN) is developing a CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; Geological Storage Program in saline aquifers in Spain. &lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-pMX4Sn2Dmpw/TvWo4O9Z6II/AAAAAAAAA7s/7nZN4_RowwY/s1600/Figure_3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="282" src="http://2.bp.blogspot.com/-pMX4Sn2Dmpw/TvWo4O9Z6II/AAAAAAAAA7s/7nZN4_RowwY/s400/Figure_3.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: left;"&gt;&lt;i&gt;Distribution of the 30 seismic stations of the Hontomín Seismic Network (HO). Black triangles correspond to the 20 SS-45 sensors whereas the LE-3D seismometers are plotted with white triangles. The cross symbol marks the location of the possible CO2 injection point.&lt;/i&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; line-height: 200%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; monitoring will play an essential role to control the possible leakage of the injected fluids to the atmosphere or other geologic formations and will help to track them in the subsurface over time. Passive seismic monitoring is a complementary technique that has potential as long-term, cost-effective method for continuous monitoring of CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; injection activities. In this context, we have designed a passive seismic network consisting of 30 surface seismic stations and a borehole seismic array that has been deployed before the injection activities start. The Hontomín seismic network (code HO) is composed of 20 three-component SARA SS-45 sensors with natural frequency 4.5 Hz, and 10 Lennartz LE-3D seismometers with natural period 20 s, which have been deployed at about 2-meters in depth. The stations have been distributed, within logistical constraints, in concentric ellipses around the planned CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; injection well. The interstation distances range from 1 to 2 km, thus covering an area of about 9 km x 8 km. Seismic data are acquired by means of SARA SL-06 digitizers at a sample rate of 200 Hz and they are continuously recorded on-site. The implementation of a digital radio link transmission to a recording data centre is in progress. The surface network will be supplemented in the near future with an array of 12 triaxial 8-12 Hz geophones in a well specifically designed for geophysical monitoring. &lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-T7vNfEkyWOU/TvWqYjWXYII/AAAAAAAAA8A/_h4Af7TZOpI/s1600/Figure_2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="233" src="http://1.bp.blogspot.com/-T7vNfEkyWOU/TvWqYjWXYII/AAAAAAAAA8A/_h4Af7TZOpI/s400/Figure_2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;i&gt;Images of station HO08. A detail of the instrumentation is also shown.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-kjcq5rJOiaY/TvWs4N_EmNI/AAAAAAAAA8M/_0je8ddfqeI/s1600/Figure_4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="262" src="http://2.bp.blogspot.com/-kjcq5rJOiaY/TvWs4N_EmNI/AAAAAAAAA8M/_0je8ddfqeI/s400/Figure_4.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr align="left"&gt;&lt;td class="tr-caption"&gt;&lt;i&gt;(a) Seismogram of a regional earthquake occurred in Lorca (southeastern Spain) at about 568 km from the site; (b) teleseismic recording of the Tohoku (Japan) earthquake occurred at a geodetic distance of about 10,410 km from Hontomín.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;The analysis of the first available seismic data has allowed to estimate  the ambient noise levels at the station sites and to validate the  performance of the network to locate small magnitude induced  earthquakes. The quantification of the station short-term noise  baselines has served to characterize the seismic noise conditions at  each site, as well as to provide us with a tool to assess the quality of  the data. Further processing, such as the computation of earthquake  locations, will rely on the quality of the seismic data acquired. &lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-DyEDvd9pdT4/TvWt-2UboDI/AAAAAAAAA8Y/9KIEbpZwNsg/s1600/Figure_5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="208" src="http://1.bp.blogspot.com/-DyEDvd9pdT4/TvWt-2UboDI/AAAAAAAAA8Y/9KIEbpZwNsg/s400/Figure_5.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr align="left"&gt;&lt;td class="tr-caption"&gt;&lt;i&gt;Three-component Power Spectral Density (PSD) for stations HO01 and HO27 (Lennartz 20 s seismometer, top) and stations HO20 and HO29 (SARA 4.5 Hz seismometer, bottom). The median and the 5% and 95% percentiles of the PSD distribution are plotted. The gray lines represent the New High Noise Model (NHNM) and New Low Noise Model (NLNM) of Peterson (1993)&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;Together with the identification of geomechanical deformations through the location of microseismic events, we plan to take advantage of the seismological technique Passive Image Interferometry (PII) to monitor small temporal changes of seismic velocities in the reservoir area. Preliminary correlation analyses performed with seismic noise data from HO network show that the source receiver co-located Green’s functions as well as for larger station distances can be computed for frequencies between 0.5 and 8 Hz with a temporal resolution of 1 day.&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-EEomCe5DlR8/TvWwKRTVjbI/AAAAAAAAA8w/R03tc0gI168/s1600/PII.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-EEomCe5DlR8/TvWwKRTVjbI/AAAAAAAAA8w/R03tc0gI168/s400/PII.jpg" width="375" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr align="left"&gt;&lt;td class="tr-caption"&gt;&lt;i&gt;Temporal stability of the vertical component autocorrelation functions at station HO06 for the frequency range 0.5-1 Hz.&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;We can conclude that the CIUDEN Project at Hontomín test site constitutes a good opportunity to validate, under favorable conditions, the applicability of passive seismology techniques to monitor CO&lt;span style="font-size: x-small;"&gt;2&lt;/span&gt; storage in deep saline formations.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4724127193277590151?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4724127193277590151/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/12/passive-seismic-monitoring-of.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4724127193277590151'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4724127193277590151'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/12/passive-seismic-monitoring-of.html' title='Passive Seismic Monitoring of an Experimental CO2 Geological Storage Site in Hontomín (Northern Spain)'/><author><name>Arantza Ugalde</name><uri>http://www.blogger.com/profile/16735700216520678597</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://1.bp.blogspot.com/-IdQqD3ZE2Mk/Tmjvz4BXuQI/AAAAAAAAAgw/hXN2p6Xa_R8/s220/aran_cambrils.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-pMX4Sn2Dmpw/TvWo4O9Z6II/AAAAAAAAA7s/7nZN4_RowwY/s72-c/Figure_3.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-6140028621823300980</id><published>2011-12-20T21:37:00.005+01:00</published><updated>2011-12-27T10:19:42.366+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mediterranean'/><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><title type='text'>Listen to a Paper - Messinian salinity crisis regulated by competing tectonics and erosion at the Gibraltar arc</title><content type='html'>&lt;div align="center"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5688320574364746642" src="http://1.bp.blogspot.com/-frQJNdtxKEU/TvD5bKOOg5I/AAAAAAAAAAQ/s-J8vjRLDD8/s320/Presentaci%25C3%25B3n1.jpg" style="cursor: hand; float: left; height: 275px; margin: 0px 10px 10px 0px; width: 320px;" /&gt;&lt;br /&gt;Browsing the web I found the following link:&lt;br /&gt;&lt;a href="http://www.nature.com/nature/podcast/"&gt;http://www.nature.com/nature/podcast/&lt;/a&gt;&lt;br /&gt;&lt;span style="color: #996633;"&gt;&lt;strong&gt;A mediterranean mystery&lt;/strong&gt;&lt;/span&gt;I think it is worth hearing it. The Nature Podcast from 15 December 2011.&lt;br /&gt;Enjoy!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-6140028621823300980?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/6140028621823300980/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/12/listen-to-paper-mediterranean-mystery.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6140028621823300980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6140028621823300980'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/12/listen-to-paper-mediterranean-mystery.html' title='Listen to a Paper - Messinian salinity crisis regulated by competing tectonics and erosion at the Gibraltar arc'/><author><name>Jan Juan</name><uri>http://www.blogger.com/profile/16452337426047258617</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-frQJNdtxKEU/TvD5bKOOg5I/AAAAAAAAAAQ/s-J8vjRLDD8/s72-c/Presentaci%25C3%25B3n1.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-8496317512949972739</id><published>2011-12-07T14:24:00.005+01:00</published><updated>2011-12-07T14:36:43.835+01:00</updated><title type='text'>Ondulacions del sostre dels núvols al S de Paris</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-oiU1MbDD360/Tt9r13QDwLI/AAAAAAAAASw/aVLbhgrJRpw/s1600/IMG_1427_edited-3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 210px;" src="http://4.bp.blogspot.com/-oiU1MbDD360/Tt9r13QDwLI/AAAAAAAAASw/aVLbhgrJRpw/s320/IMG_1427_edited-3.jpg" alt="" id="BLOGGER_PHOTO_ID_5683379827873398962" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-8496317512949972739?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/8496317512949972739/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/12/ondulacions-pero-del-sostre-dels-nuvols.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/8496317512949972739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/8496317512949972739'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/12/ondulacions-pero-del-sostre-dels-nuvols.html' title='Ondulacions del sostre dels núvols al S de Paris'/><author><name>Jaume Verges</name><uri>http://www.blogger.com/profile/03811914193738636886</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-oiU1MbDD360/Tt9r13QDwLI/AAAAAAAAASw/aVLbhgrJRpw/s72-c/IMG_1427_edited-3.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-493820596103451845</id><published>2011-11-30T09:49:00.003+01:00</published><updated>2011-11-30T09:56:10.752+01:00</updated><title type='text'>Wave scattering d'alçada</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-YzBVAl9YfQA/TtXvA9CT8sI/AAAAAAAAGkU/KWGFVhbzuQ0/s1600/NorthSea_amo_2011313_lrg_2.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 270px;" src="http://2.bp.blogspot.com/-YzBVAl9YfQA/TtXvA9CT8sI/AAAAAAAAGkU/KWGFVhbzuQ0/s400/NorthSea_amo_2011313_lrg_2.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5680709304661045954" /&gt;&lt;/a&gt;&lt;br /&gt;Bonic patró d'interferencia d'ones, amb la curiositat de que no es tracta de sismica sino de nuvols. L'imatge es una foto satelit del Mar del Nord (prop de les Faroe) i l'origen de les interferencies son les illes i illots que pertorben les corrents d'aire. &lt;br /&gt;Mes informació a:&lt;br /&gt;http://earthobservatory.nasa.gov/IOTD/view.php?id=76524&amp;src=eoa-iotd&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-493820596103451845?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/493820596103451845/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/wave-scattering-dalcada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/493820596103451845'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/493820596103451845'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/wave-scattering-dalcada.html' title='Wave scattering d&apos;alçada'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-YzBVAl9YfQA/TtXvA9CT8sI/AAAAAAAAGkU/KWGFVhbzuQ0/s72-c/NorthSea_amo_2011313_lrg_2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-3769877108965229325</id><published>2011-11-29T11:33:00.001+01:00</published><updated>2011-11-29T12:21:11.102+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crustal movements'/><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><title type='text'>Ductile crustal flow in Europe's lithosphere</title><content type='html'>Otro paper de la Tesauro y compañía sobre la litosfera Europea.&lt;br /&gt;&lt;a href="http://www.sciencedirect.com/science/article/pii/S0012821X11005759"&gt;http://www.sciencedirect.com/science/article/pii/S0012821X11005759&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;En este trabajo usan sus modelos anteriores&amp;nbsp;(de espesores cortical, litosférico, elástico, la resisténcia litosférica, ...)&amp;nbsp;para determinar los gradientes laterales de presión resultantes de las variaciones de densidad y grosor cortical.&amp;nbsp;Los gradientes de presión los utilizan para predecir las tasas de deformación del flujo dúctil. Comparando éste con la anisotropía del manto y las velocidades en superficie de GPS cuantifican el espesor de las zonas de baja viscosidad en la corteza inferior. En general, la corteza fluye alejándose de los orógenos hacia las zonas más débiles adyacentes.&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/--BA-AMb_jRo/TtS_4wRMUrI/AAAAAAAALfE/i8Kx0xsSll4/s1600/0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="275" src="http://2.bp.blogspot.com/--BA-AMb_jRo/TtS_4wRMUrI/AAAAAAAALfE/i8Kx0xsSll4/s400/0.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-3769877108965229325?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/3769877108965229325/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/ductile-crustal-flow-in-europes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/3769877108965229325'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/3769877108965229325'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/ductile-crustal-flow-in-europes.html' title='Ductile crustal flow in Europe&apos;s lithosphere'/><author><name>Ivone</name><uri>http://www.blogger.com/profile/05818466485071592168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--BA-AMb_jRo/TtS_4wRMUrI/AAAAAAAALfE/i8Kx0xsSll4/s72-c/0.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-6489215509968092779</id><published>2011-11-29T09:25:00.006+01:00</published><updated>2011-11-29T11:43:34.534+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='obras públicas'/><category scheme='http://www.blogger.com/atom/ns#' term='blogs'/><title type='text'>Història profunda del Palau Sant Jordi</title><content type='html'>&lt;h1 style="color: black; font: bold 23px arial; margin: 5px 0;"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;LinkedIn&lt;/span&gt;&lt;/h1&gt;&lt;div style="margin: 0 0 4px 0;"&gt;&lt;strong&gt;Albert Ventayol  Lázaro&lt;/strong&gt; has sent you a message.&lt;/div&gt;&lt;div style="margin: 0 0 4px 0;"&gt;&lt;strong&gt;Date:&lt;/strong&gt;   11/29/2011 &lt;/div&gt;&lt;div style="margin: 0 0 4px 0;"&gt;&lt;strong&gt;Subject:&lt;/strong&gt;   Nueva entrada en GeoVentayol &lt;/div&gt;&lt;div style="margin: 0 0 4px 0;"&gt;Moviendo el Palau Sant Jordi. El subsuelo forzó un cambio en el emplazamiento original del Palau. &lt;a href="http://www.geoventayol.blogspot.com/"&gt;http://www.geoventayol.blogspot.com/2011/11/moviendo-el-palau-sant-jordi.html&lt;/a&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-6489215509968092779?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/6489215509968092779/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/historia-profunda-del-palau-sant-jordi.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6489215509968092779'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6489215509968092779'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/historia-profunda-del-palau-sant-jordi.html' title='Història profunda del Palau Sant Jordi'/><author><name>Jaume Verges</name><uri>http://www.blogger.com/profile/03811914193738636886</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-6119542479575537589</id><published>2011-11-28T11:52:00.000+01:00</published><updated>2011-12-19T01:56:59.364+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mediterranean'/><title type='text'>Proyecto Atlántropa</title><content type='html'>&lt;span class="Apple-style-span" style="background-color: white;"&gt;Tan pronto como los geólogos de principios del siglo XX imaginaron el Mediterráneo desecado durante la era &lt;a href="http://es.wikipedia.org/wiki/Crisis_salina_del_Mesiniense"&gt;&lt;i&gt;Mesiniense&lt;/i&gt;&lt;/a&gt;, un ingeniero alemán se obsesionó con llevarlo a la práctica. &lt;a href="http://www.google.es/url?sa=t&amp;amp;rct=j&amp;amp;q=herman%20s%C3%B6rgel&amp;amp;source=web&amp;amp;cd=1&amp;amp;ved=0CB0QFjAA&amp;amp;url=http%3A%2F%2Fen.wikipedia.org%2Fwiki%2FHerman_S%25C3%25B6rgel&amp;amp;ei=qJfPTqypEInZ8gPqh7DKDw&amp;amp;usg=AFQjCNG-gBk2rbRX6JcYGniuGsA9__NpSw&amp;amp;sig2=FWLwfn5ML01d7XJeC9m1dQ"&gt;Herman Sörgel&lt;/a&gt;&amp;nbsp;promocionó entre los acaudalados su enorme presa entre Algeciras y&lt;/span&gt; Tánger (el&amp;nbsp;&lt;a href="http://en.wikipedia.org/wiki/Atlantropa"&gt;&lt;i&gt;proyecto Atlantropa&lt;/i&gt;&lt;/a&gt;) con bastante éxito&lt;span class="Apple-style-span" style="background-color: white;"&gt;. Tenía el&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;humanitario&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;objetivo de impulsar el intercambio económico entre Europa y África, aprovechando la dudosa ventaja de un Mediterráneo&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;parcialmente desecado&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;. Poseído por su idea, no supo o no quiso ver los 'contras' de semejante disparate, pero la causa de su fracaso fue otra: los gobernantes de su país tenían por entonces planes menos filantrópicos para Europa y África, la Segunda Guerra Mundial llegó y Atlantropa (&lt;i&gt;always look at the bright side&lt;/i&gt;) nunca llegó a la práctica.&lt;/span&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;a href="http://1.bp.blogspot.com/-Ouuo0obrcAs/TrpneA53aPI/AAAAAAAALMs/VJHkNtpiqAk/s1600/Map_of_the_Atlantrop_Projekt.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="248" src="http://1.bp.blogspot.com/-Ouuo0obrcAs/TrpneA53aPI/AAAAAAAALMs/VJHkNtpiqAk/s400/Map_of_the_Atlantrop_Projekt.png" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="font-size: 13px;"&gt;Mapa del &lt;i&gt;Proyecto&amp;nbsp;Atlantropa&lt;/i&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&amp;nbsp;(fuente:&amp;nbsp;&lt;a href="http://de.wikipedia.org/wiki/Datei:Map_of_the_Atlantrop_Projekt.png"&gt;Wikimedia Commons&lt;/a&gt;)&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Difícil de creer, pero todavía hay adeptos del proyecto, y de cierta reputación, así que cuidado porque a lo mejor nos lo secan, fijaos:&lt;br /&gt;&lt;ul style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 1.5em; list-style-image: url(http://bits.wikimedia.org/skins-1.17/monobook/bullet.gif); list-style-type: square; margin-bottom: 0.5em; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;li style="margin-bottom: 0.1em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;R.B. Cathcart, "What if We Lowered the Mediterranean Sea?", Speculations in Science and Technology, 8: 7-15 (1985).&lt;/li&gt;&lt;li style="margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;R.B. Cathcart, "Mitigative Anthropogeomorphology: a revived 'plan' for the Mediterranean Sea Basin and the Sahara", Terra Nova: The European Journal of Geosciences, 7: 636-640 (1995).&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-6119542479575537589?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/6119542479575537589/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/proyecto-atlantropa.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6119542479575537589'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6119542479575537589'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/proyecto-atlantropa.html' title='Proyecto Atlántropa'/><author><name>Daniel Garcia-Castellanos</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh6.googleusercontent.com/-Xo4wCPRSzD8/AAAAAAAAAAI/AAAAAAAAKXU/bIwzGYgZacs/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Ouuo0obrcAs/TrpneA53aPI/AAAAAAAALMs/VJHkNtpiqAk/s72-c/Map_of_the_Atlantrop_Projekt.png' height='72' width='72'/><thr:total>1</thr:total><georss:featurename>España</georss:featurename><georss:point>41.178653972331695 2.109375</georss:point><georss:box>35.022595472331695 -7.998047 47.334712472331695 12.216797</georss:box></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4041212636744085773</id><published>2011-11-25T18:13:00.000+01:00</published><updated>2011-11-28T11:55:33.422+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><title type='text'>Artículo interesante</title><content type='html'>Mirad en este enlace:&lt;br /&gt;&lt;a href="http://www.agu.org/journals/gc/papersinpress.shtml#id2011GC003859" send="true"&gt;http://www.agu.org/journals/gc/papersinpress.shtml#id2011GC003859&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;un artículo in press en G-cubed. Resulta que el segundo autor(a) hizo la promesa de correr una carrera de 10 km en un periodo de 3 meses a partir de la fecha de aceptación (15 de noviembre). Yo digo que si lo consigue (es culona, ma non troppo), que aporte a este blogg una prueba.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4041212636744085773?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4041212636744085773/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/articulo-interesante.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4041212636744085773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4041212636744085773'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/articulo-interesante.html' title='Artículo interesante'/><author><name>Ana Negredo</name><uri>http://www.blogger.com/profile/05423351249240464025</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-6895267508774033935</id><published>2011-11-25T14:40:00.001+01:00</published><updated>2011-11-25T14:49:50.040+01:00</updated><title type='text'>Esllavissament espectacular a California</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-HDOzRbGFkTo/Ts-blHB3JGI/AAAAAAAAGjw/3haaoXr-5EE/s1600/article-2064463-0EE491D800000578-312_964x562.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 233px;" src="http://1.bp.blogspot.com/-HDOzRbGFkTo/Ts-blHB3JGI/AAAAAAAAGjw/3haaoXr-5EE/s400/article-2064463-0EE491D800000578-312_964x562.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5678928716981806178" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Podeu seguir la noticia i veure mes fotos a:&lt;br /&gt;&lt;br /&gt;http://www.dailymail.co.uk/news/article-2064463/Scenic-throughway-muddy-abyss-Large-section-coastal-Los-Angeles-roadway-slides-ocean.html&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-6895267508774033935?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/6895267508774033935/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/esllavissament-espectacular-california.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6895267508774033935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/6895267508774033935'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/esllavissament-espectacular-california.html' title='Esllavissament espectacular a California'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-HDOzRbGFkTo/Ts-blHB3JGI/AAAAAAAAGjw/3haaoXr-5EE/s72-c/article-2064463-0EE491D800000578-312_964x562.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-1923452850197264418</id><published>2011-11-25T12:21:00.000+01:00</published><updated>2011-11-25T12:53:44.828+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='earthquakes'/><title type='text'>Una mica de historia...</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-5f8y68z5C68/Ts968a69ivI/AAAAAAAAGjM/M10Xde3gfuw/s1600/alred_mundo_030.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5678892833574849266" src="http://4.bp.blogspot.com/-5f8y68z5C68/Ts968a69ivI/AAAAAAAAGjM/M10Xde3gfuw/s320/alred_mundo_030.jpg" style="cursor: hand; cursor: pointer; float: left; height: 320px; margin: 0 10px 10px 0; width: 229px;" /&gt;&lt;/a&gt;&lt;br /&gt;Sobre marees i terratremols&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-1923452850197264418?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/1923452850197264418/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/una-mica-de-historia.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1923452850197264418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1923452850197264418'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/una-mica-de-historia.html' title='Una mica de historia...'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-5f8y68z5C68/Ts968a69ivI/AAAAAAAAGjM/M10Xde3gfuw/s72-c/alred_mundo_030.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4225916902672625586</id><published>2011-11-25T12:17:00.000+01:00</published><updated>2011-11-25T12:54:01.957+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='books'/><title type='text'>Biografia de la Tierra</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-9bncnGow5PI/Ts95iNOPlPI/AAAAAAAAGjA/rRG0o3dDCw0/s1600/biotierra.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5678891283709400306" src="http://1.bp.blogspot.com/-9bncnGow5PI/Ts95iNOPlPI/AAAAAAAAGjA/rRG0o3dDCw0/s320/biotierra.jpg" style="cursor: hand; cursor: pointer; float: left; height: 320px; margin: 0 10px 10px 0; width: 241px;" /&gt;&lt;/a&gt;&lt;br /&gt;El llibre de divulgació en Geologia d'en Paco Anguita ara disponible lliurament en pdf. Trobareu la noticia i el link per baixar el fitxer a:&lt;br /&gt;http://geosfera-sgp.blogspot.com/2011/11/la-biografia-de-la-tierra-se-digitaliza.html?spref=tw&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4225916902672625586?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4225916902672625586/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/biografia-de-la-tierra.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4225916902672625586'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4225916902672625586'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/biografia-de-la-tierra.html' title='Biografia de la Tierra'/><author><name>jordi</name><uri>http://www.blogger.com/profile/08407020683251659856</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-9bncnGow5PI/Ts95iNOPlPI/AAAAAAAAGjA/rRG0o3dDCw0/s72-c/biotierra.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-1506640445612217712</id><published>2011-11-25T11:18:00.000+01:00</published><updated>2011-11-25T15:14:45.757+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><category scheme='http://www.blogger.com/atom/ns#' term='seismics'/><title type='text'>Paper con imagenes interesantes.</title><content type='html'>&lt;span style="font-weight: bold;"&gt;Interpretation workflows enabled by a Domain Transform&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Geoffrey  A. Dorn* introduces the Domain Transform designed to substantially  enhance imaging of depositional systems for rapid identification and  interpretation. It also enables a number of new workflows intended to  improve the efficiency and effectiveness of 3D seismic exploration and  development.&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="data:image/jpeg;base64,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" style="height: 483px; width: 531px;" /&gt;&lt;br /&gt;&lt;br /&gt;http://fb.eage.org/content.php?section=7&amp;amp;issue=1804&amp;amp;lang=eng&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-1506640445612217712?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/1506640445612217712/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/paper-con-imagenes-interesantes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1506640445612217712'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/1506640445612217712'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/paper-con-imagenes-interesantes.html' title='Paper con imagenes interesantes.'/><author><name>Eduard</name><uri>http://www.blogger.com/profile/10342252651074025590</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-2713144026557531494</id><published>2011-11-25T09:04:00.000+01:00</published><updated>2012-01-08T03:30:53.108+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crustal movements'/><category scheme='http://www.blogger.com/atom/ns#' term='people'/><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><title type='text'>Qué estaba haciendo antes..</title><content type='html'>&lt;div style="font-weight: bold; text-align: center;"&gt;Vertical crustal motions from differential tide gauge observations and satellite altimetry in southern Italy&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 85%;"&gt;Carla Braitenberg, Patrizia Mariani, Lavinia Tunini, Barbara Grillo, Ildikò Nagy&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic;"&gt;Department of Geosciences, University Trieste, Via Weiss 1, 34100 Trieste&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic;"&gt;, Italy&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.sciencedirect.com/science/article/pii/S0264370710001274"&gt;&lt;span style="font-size: 85%;"&gt;http://www.sciencedirect.com/science/article/pii/S0264370710001274&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: 100%;"&gt;Our goal is to determine vertical crustal movement rates from tide gauge and satellite altimetry measurements. Tide gauges measure sea level, but as they are fixed to the crust, they sense both sea surface height variations and vertical crustal movements. The differential sea level rates of sufficiently nearby stations are a good means to determine differential crustal movement rates, when sea level height variations can be assumed to be homogeneous. Satellite altimetric measurements determine s&lt;/span&gt;&lt;span style="font-size: 100%;"&gt;ea surface height variations directly and can be used to separate the crustal signal from the sea surface height variations in tide gauge measurements. The correction of the tide gauge sea level rates for the sea surface height contribution requires collocation of the satellite pass and the tide gauge station. We show that even if this is not the case, the satellite altimetric observations enable correction of differential tide gauge rates for the effects of sea surface rate inhomogeneities.&lt;br /&gt;We apply the methodology to an area of broad scientific interest, due to its high seismic risk and its location as standpoint for a proposed major bridge connecting Sicily to the Italian mainland.&lt;br /&gt;We find that the Southern Calab&lt;/span&gt;&lt;span style="font-size: 100%;"&gt;ria and the eastern Sicily tide gauges have a deficit in sea level increase of 1–2 mm/yr with respect to the north western Sicilian tide gauge. The satellite altimetric observations show that this differential movement must be caused by a tectonic component, because the sea surface rates are higher offshore eastern Sicily compared to offshore western Sicily. The satellite altimetric rates show that the sea surface rates are inhomogeneous in the Mediterranean and have larger amplitudes as we move away from the coast than immediately offshore. Our technique can be applied to any part of the world where tide gauge observations are available, because satellite altimetric observations are global.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-2713144026557531494?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/2713144026557531494/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/que-estaba-haciendo-antes.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/2713144026557531494'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/2713144026557531494'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/que-estaba-haciendo-antes.html' title='Qué estaba haciendo antes..'/><author><name>Lavinia</name><uri>http://www.blogger.com/profile/10887954279104886343</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-5261250478010648650</id><published>2011-11-24T13:16:00.001+01:00</published><updated>2012-01-17T14:37:17.998+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SI units'/><title type='text'>Annus o year</title><content type='html'>Hola!&lt;br /&gt;&lt;br /&gt;Me estreno con una tontería que ha provocado una acalorada discusión en el meeting group semanal aquí en Frankfurt.&lt;br /&gt;&lt;br /&gt;Desde abril de 2011, la unidad múltiplo del segundo es annus, con símbolo "a". Queda desterrado el "y", el "yr", el "yrs" o todas las demás. Da igual si es "hacia atrás en el tiempo" (sugieren usar "ago" o "before present") o un intervalo aleatorio.&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;El geólogo de mi grupo está que trina.&lt;br /&gt;&lt;br /&gt;La referencia está aquí. Tengo el paper, pero no se puede compartir vía blog. No obstante, seguro que podéis encontrarlo si os resulta curioso.&lt;br /&gt;&lt;br /&gt;Pure Appl. Chem., Vol. 83, No. 5, pp. 1159–1162, 2011. doi:10.1351/PAC-REC-09-01-22&lt;br /&gt;&lt;br /&gt;&lt;b&gt;IUPAC-IUGS common definition and convention on the use of the year as a derived unit of time&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Abstract: The units of time (both absolute time and duration) most practical to use when dealing with very long times, for example, in nuclear chemistry and earth and planetary sciences, are multiples of the year, or annus (a). Its proposed definition in terms of the SI base unit for time, the second (s), for the epoch 2000.0 is 1 a = 3.155 692 5445 × 107 s. Adoption of this definition, and abandonment of the use of distinct units for time differences, will bring the earth and planetary sciences into compliance with quantity calculus for SI and non-SI units of time.&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-5261250478010648650?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/5261250478010648650/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/annus-o-year.html#comment-form' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/5261250478010648650'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/5261250478010648650'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/annus-o-year.html' title='Annus o year'/><author><name>Juan-Luis</name><uri>http://www.blogger.com/profile/05368605412905443985</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-4165259138388136896</id><published>2011-11-24T12:40:00.000+01:00</published><updated>2011-11-25T10:58:16.969+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='subduction'/><category scheme='http://www.blogger.com/atom/ns#' term='slab'/><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><category scheme='http://www.blogger.com/atom/ns#' term='model'/><title type='text'>Modelo de subducción</title><content type='html'>&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Arial, Verdana, sans-serif; font-weight: bold;"&gt;Influence of lateral slab edge distance on plate velocity, trench velocity, and subduction partitioning&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.agu.org/journals/jb/jb1110/2011JB008535/"&gt;http://www.agu.org/journals/jb/jb1110/2011JB008535/&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="Figure 3" height="400" src="http://www.agu.org/journals/jb/jb1110/2011JB008535/2011jb008535-op03.jpg" width="295" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Times, 'Times New Roman', serif;"&gt;&lt;b&gt;Abstract: &lt;/b&gt;Subduction of oceanic lithosphere occurs through both trenchward subducting plate motion and trench retreat. We investigate how subducting plate velocity, trench velocity and the partitioning of these two velocity components vary for individual subduction zone segments as a function of proximity to the closest lateral slab edge (&lt;/span&gt;&lt;span class="ital" style="background-color: white; font-family: Times, 'Times New Roman', serif; font-style: italic;"&gt;D&lt;/span&gt;&lt;sub style="background-color: white; font-family: Times, 'Times New Roman', serif; font-size: 8pt;"&gt;SE&lt;/sub&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Times, 'Times New Roman', serif;"&gt;). We present a global compilation for 207 trench segments from 17 active subduction zones on Earth and three-dimensional numerical models of progressive free subduction of a single oceanic plate that subducts into a stratified mantle. The results show that the subducting plate velocity is always high (≥5.1 cm/yr (models) and ≥4.2 cm/yr (nature)) and trench velocity is always low (≤2.5 cm/yr (models) and ≤1.7 cm/yr (nature)) in the center of wide subduction zones (&lt;/span&gt;&lt;span class="ital" style="background-color: white; font-family: Times, 'Times New Roman', serif; font-style: italic;"&gt;D&lt;/span&gt;&lt;sub style="background-color: white; font-family: Times, 'Times New Roman', serif; font-size: 8pt;"&gt;SE&lt;/sub&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Times, 'Times New Roman', serif;"&gt; &amp;gt; 2200 km). Only in regions close to lateral slab edges (&lt;/span&gt;&lt;span class="ital" style="background-color: white; font-family: Times, 'Times New Roman', serif; font-style: italic;"&gt;D&lt;/span&gt;&lt;sub style="background-color: white; font-family: Times, 'Times New Roman', serif; font-size: 8pt;"&gt;SE&lt;/sub&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Times, 'Times New Roman', serif;"&gt; &amp;lt; 1000 km), be it for narrow or wide subduction zones, can the trench velocity exceed 4 cm/yr (models) and 6 cm/yr (nature) and can the subducting plate velocity go below 4 cm/yr (models) and 2 cm/yr (nature). In general, plate velocities, trench velocities and subduction partitioning are much more variable near slab edges than in the center of wide subduction zones owing to other parameters that affect subduction kinematics. We conclude that subduction kinematics can vary considerably along individual subduction zones and that the upper bound values for trench velocity and lower bound values for subducting plate velocity and subduction partitioning at individual subduction zone segments depend critically on&lt;/span&gt;&lt;span class="ital" style="background-color: white; font-family: Times, 'Times New Roman', serif; font-style: italic;"&gt;D&lt;/span&gt;&lt;sub style="background-color: white; font-family: Times, 'Times New Roman', serif; font-size: 8pt;"&gt;SE&lt;/sub&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Times, 'Times New Roman', serif;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2974905503375008244-4165259138388136896?l=geocoffee.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://geocoffee.blogspot.com/feeds/4165259138388136896/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://geocoffee.blogspot.com/2011/11/influence-of-lateral-slab-edge-distance.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4165259138388136896'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2974905503375008244/posts/default/4165259138388136896'/><link rel='alternate' type='text/html' href='http://geocoffee.blogspot.com/2011/11/influence-of-lateral-slab-edge-distance.html' title='Modelo de subducción'/><author><name>Ivone</name><uri>http://www.blogger.com/profile/05818466485071592168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2974905503375008244.post-8543840881980357472</id><published>2011-11-23T15:56:00.000+01:00</published><updated>2011-11-25T10:58:52.031+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='deformation'/><category scheme='http://www.blogger.com/atom/ns#' term='paper'/><category scheme='http://www.blogger.com/atom/ns#' term='GPS'/><title type='text'>Deformación en Italia a partir de medidas de GPS</title><content type='html'>&lt;div class="articleTitle svTitle"&gt;&lt;span style="color: #ff6600; font-size: 130%;"&gt;Evidence of large scale deformation patterns from GPS data in the Italian subduction boundary&lt;/span&gt;  &lt;a href="http://dx.doi.org/10.1016/j.epsl.2011.09.034" id="ddDoi" rel="nofollow" target="doilink"&gt;doi:10.1016/j.epsl.2011.09.034&lt;/a&gt;&lt;br /&gt;&lt;strong style="font-weight: normal;"&gt;R. Devoti&lt;a href="http://www.sciencedirect.com/science/article/pii/S0012821X11005541#cr0005" name="bcr0005"&gt;&lt;/a&gt;&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;, A. Esposito&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;, G. Pietrantonio&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;, A. R. Pisani&lt;/strong&gt;&lt;strong style="font-weight: normal;"&gt;, F. Riguzzi&lt;/strong&gt;&lt;/div&gt;&lt;div class="articleText authorsnoEnt" id="af0005" style="display: inline;"&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td class="authorSup"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="authorAddr"&gt;&lt;img alt="" src="data:image/png;base64,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
