tag:blogger.com,1999:blog-18882666843168300772024-02-06T18:45:43.287-08:00Antarctic Climate Evolution (ACE)News, events, and research updatesSandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-1888266684316830077.post-4727287890733899952011-11-01T06:50:00.000-07:002011-11-01T06:59:56.511-07:00El Niño in the Eocene greenhouse recorded by fossil bivalves and wood from Antarctica<a href="http://www.agu.org/pubs/crossref/2011/2011GL048635.shtml#.Tq_5BQ1hReM.blogger">El Niño in the Eocene greenhouse recorded by fossil bivalves and wood from Antarctica</a><br /><img 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" alt="" />Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-22065943102755656252011-10-28T07:42:00.000-07:002011-10-28T09:41:23.485-07:00Sea level and ice sheet stability in a warm worldPolar ice sheets are on the high priority climate research agenda. See a new report of the U.S. National Research Council: Earth's Deep Past, Our Climate Future: <a url="nap.edu/catalog.php?re…" href="http://t.co/nUQMyElJ" title="http://www.nap.edu/catalog.php?record_id=13111" target="_blank" rel="nofollow" class="twitter-timeline-link">http://www.nap.edu</a><a url="nap.edu/catalog.php?re…" href="http://t.co/nUQMyElJ" title="http://www.nap.edu/catalog.php?record_id=13111" target="_blank" rel="nofollow" class="twitter-timeline-link">/catalog.php?record_id=13111</a><br /><br /><a url="nap.edu/catalog.php?re…" href="http://t.co/nUQMyElJ" title="http://www.nap.edu/catalog.php?record_id=13111" target="_blank" rel="nofollow" class="twitter-timeline-link"><img 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" alt="" /></a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-85061841099339536982010-05-24T18:15:00.000-07:002010-05-24T18:21:03.523-07:00IODP Exp. 318 Wilkes Land Preliminary Report published<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnlkv9SG2UTUDqGuVuAB-qVvB-93T1Jg-qqEq6JXOd78uXyG0xNeg3a0ZEhxcPqrmC2X1-aaAzbXehERz5S2bxlV2cyy_aWL_JxLMnZXWA0qRpeUhh85M8FAd7Uu-wMZtw4w-CW2sFwg8j/s1600/AdelieCoast.jpg"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 72px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnlkv9SG2UTUDqGuVuAB-qVvB-93T1Jg-qqEq6JXOd78uXyG0xNeg3a0ZEhxcPqrmC2X1-aaAzbXehERz5S2bxlV2cyy_aWL_JxLMnZXWA0qRpeUhh85M8FAd7Uu-wMZtw4w-CW2sFwg8j/s200/AdelieCoast.jpg" alt="" id="BLOGGER_PHOTO_ID_5475011423848603186" border="0" /></a>The preliminary report of the Integrated Ocean Drilling Program (IODP) Expedition 318 to the Wilkes Land margin of Antarctica has been published. It can be found <a href="http://publications.iodp.org/preliminary_report/318/">here</a>. Co-chief scientist Carlota Escutia also presented several talks at the European Geosciences Union meeting in Vienna last week.Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-23194091123806233132010-05-22T14:57:00.000-07:002010-05-22T15:05:09.552-07:00ANDRILL paper fast-breaking paper (Thomson)<span style="font-family:'PrimaSans BT,Verdana,sans-serif';">ScienceWatch.com tracks Fast Breaking Papers which have high percentage increase in citations in Essential Science Indicators of Thomson Reuters. From the fifth bimonthly period of 2009 to the sixth bimonthly period of 2009, for the GEOSCIENCE category, the paper on the record of the Antarctic Geological Drilling Program from the McMurdo Iceshelf (AND-1B) published in NATURE is the number 1. See <a href="http://sciencewatch.com/dr/fbp/2010/10aprfbp/" target="l">http://sciencewatch.com/dr/fbp/2010/10aprfbp/</a><br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQI40CwPA9lFKc7a6NMGWxEhGl4Dp3bVsc0SuqyYWTKoOlFp7zJetRio3_uShFHVtdzQwDkaukQ2h7nN95YJNReur412wAldp1MQ1O-iYAou-P4rQALG4mZs_7ImqAKL_nXDSQibTtmMhv/s1600/tr_logo.gif"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 74px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQI40CwPA9lFKc7a6NMGWxEhGl4Dp3bVsc0SuqyYWTKoOlFp7zJetRio3_uShFHVtdzQwDkaukQ2h7nN95YJNReur412wAldp1MQ1O-iYAou-P4rQALG4mZs_7ImqAKL_nXDSQibTtmMhv/s200/tr_logo.gif" alt="" id="BLOGGER_PHOTO_ID_5474218710132536802" border="0" /></a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-115281518886276522009-06-03T17:28:00.000-07:002009-06-03T17:42:13.640-07:00Topography of the Gamburtsev mountains<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQI_CKce1QLQhLiwhK9_IS1089xZBpOCGPv-AArbxfZUembfrMGY-ONf0wspE9qiCcurIXhyphenhypheni75bfsfGXdcRJCgWj-C7Tejn0XXTo3sO0PG3uxxPKswTI1JNVeXARQy8wp8wTwvzMv-ohM/s1600-h/GamburtsevMtns.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 200px; height: 173px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQI_CKce1QLQhLiwhK9_IS1089xZBpOCGPv-AArbxfZUembfrMGY-ONf0wspE9qiCcurIXhyphenhypheni75bfsfGXdcRJCgWj-C7Tejn0XXTo3sO0PG3uxxPKswTI1JNVeXARQy8wp8wTwvzMv-ohM/s200/GamburtsevMtns.jpg" alt="" id="BLOGGER_PHOTO_ID_5343266245137119666" border="0" /></a>In the June 4 issue of Nature, Sun Bo et al., present the results of a series of radar surveys of the Gamburtsev mountains, which is generally regarded as the site of Antarctic ice-sheet inception ca. 34 Million years ago. Read the first paragraph <a href="http://www.nature.com/nature/journal/v459/n7247/abs/nature08024.html">here.</a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-80703851246107024732009-06-03T17:11:00.000-07:002009-06-03T17:25:37.385-07:00West Antarctic Ice sheet collapse and sea level rise<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF2t5NrXOqEadOp6CM3M20baHD-kUQPfeo3qq7R1ISEGxrCZlgcMpc6WfEvqJLbsiV12R5rj15s-6WJHFedLRuKgIT74NZozUpToypQx08IBH7H7LJ8Nmw5zGFxHkggvoEuHZ2YTGiarYu/s1600-h/305940main_Antarctica_temps_170.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF2t5NrXOqEadOp6CM3M20baHD-kUQPfeo3qq7R1ISEGxrCZlgcMpc6WfEvqJLbsiV12R5rj15s-6WJHFedLRuKgIT74NZozUpToypQx08IBH7H7LJ8Nmw5zGFxHkggvoEuHZ2YTGiarYu/s200/305940main_Antarctica_temps_170.jpg" alt="" id="BLOGGER_PHOTO_ID_5343261975112430514" border="0" /></a>In a recent issue of Science (15 May) Bamber et al. investigate the eustatic contribution of a rapid collapse of the West Antarctic Ice Sheet with an ice sheet model and an updated version of the subglacial topography. Read the abstract <a href="http://www.sciencemag.org/cgi/content/abstract/324/5929/901">here.</a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-55597423094520103982009-05-29T17:23:00.000-07:002009-05-29T17:30:10.070-07:00New European consortium for Antarctic Drilling<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.euroandrill.com/templates/headbook/images/Header.jpg"><img style="cursor: pointer; width: 635px; height: 95px;" src="http://www.euroandrill.com/templates/headbook/images/Header.jpg" alt="" border="0" /></a><br />EuroANDRILL is a new initiative to increase participation of European countries in the ANtarctic Geological DRILLing Program. For more information visit the EuroANDRILL web address at <a href="http://www.euroandrill.com/">http://www.euroandrill.com/</a>.Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com1tag:blogger.com,1999:blog-1888266684316830077.post-39874173055140043832009-05-29T16:55:00.000-07:002009-05-29T17:17:12.280-07:00Two articles in Nature on instability of the West Antarctic Ice SheetTwo articles in the March 19 issue of Nature address the stability of the West Antarctic Ice Sheet. One study by Naish et al., reports on Pliocene collapse and obliquity forcing from an ANDRILL sediment core. The other paper is a modeling study by Pollard and DeConto in which they utilize an ice-sheet model with a novel iceshelf module to reconstruct Antarctic Ice Sheet dynamics for the past 5 million years. The First paragraphs of both articles can be read here:<br /><a href="http://www.nature.com/nature/journal/v458/n7236/abs/nature07867.html">Naish et al.</a><br /><a href="http://www.nature.com/nature/journal/v458/n7236/abs/nature07809.html">Pollard and De</a><a href="http://www.nature.com/nature/journal/v458/n7236/abs/nature07809.html">Conto</a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.nsf.gov/pubs/1996/nstc96rp/images/waisbimg.jpg"><img style="cursor: pointer; width: 392px; height: 274px;" src="http://www.nsf.gov/pubs/1996/nstc96rp/images/waisbimg.jpg" alt="" border="0" /></a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-59572122492937481992008-03-28T08:42:00.000-07:002008-12-11T05:08:11.668-08:00Special Issue on ACE research published<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkpu1NXm55IK6BOR_1sKORBiivrH_i66ck2hLkF7_x4Z6u1OIYmQmUnMuUtnxFx9Ubyo2gZnlK9iYuMQ9GFTMZ2bICMaSDQRyZk6W6ZGApanF9OxkDT3ZSmBNivVdttVZ-v9BWIESqRNdx/s1600-h/PPP.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkpu1NXm55IK6BOR_1sKORBiivrH_i66ck2hLkF7_x4Z6u1OIYmQmUnMuUtnxFx9Ubyo2gZnlK9iYuMQ9GFTMZ2bICMaSDQRyZk6W6ZGApanF9OxkDT3ZSmBNivVdttVZ-v9BWIESqRNdx/s200/PPP.jpg" alt="" id="BLOGGER_PHOTO_ID_5182821187616443602" border="0" /></a><img src="file:///C:/DOCUME%7E1/sandra/LOCALS%7E1/Temp/moz-screenshot.jpg" alt="" />A Special Issue on "Antarctic cryosphere and Southern Ocean climate evolution (Cenozoic–Holocene)" has been published in Palaeogeography, Palaeoclimatology, Palaeoecology Volume 260. Editors are Fabio Florindo, Anna Nelson and Alan Haywood. The issue includes 16 papers on the palaeoenvironments and palaeoclimates around Antarctica, largely from seismic research, drilling and coring.Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-40398262537930140962007-11-04T13:28:00.000-08:002008-12-11T05:08:11.768-08:00ANDRILL SMS has started<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjH5X94VlSRbJHQVeOvhpStjynRzESucrvSaB3sjyKl4Pn3FlJrSLYUdGL-wd_-h_OlCHgBbM3cJkA_AAprIBErhco_aLrCbfMK9nAZtWhY5Jr8QBJTgR0vUlXe5a_PQjpRPSDDoaka5io/s1600-h/SMSlogo.bmp"><img id="BLOGGER_PHOTO_ID_5129101631923206754" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjH5X94VlSRbJHQVeOvhpStjynRzESucrvSaB3sjyKl4Pn3FlJrSLYUdGL-wd_-h_OlCHgBbM3cJkA_AAprIBErhco_aLrCbfMK9nAZtWhY5Jr8QBJTgR0vUlXe5a_PQjpRPSDDoaka5io/s200/SMSlogo.bmp" border="0" /></a>The Antarctic geological Drilling program (ANDRILL) is currently drilling in southern McMurdo Sound (SMS) in pursuit of an ice-proximal record of the middle Miocene transition and climate optimum. The drillrig is situated on a sea ice platform. Read weekly science updates at the ANDRILL website <a href="http://www.andrill.org/">here..</a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-50916767940672059402007-10-28T05:27:00.000-07:002008-12-11T05:08:11.937-08:00From wet-based to dry-based Antarctic glaciation at 13.94 Ma<img id="BLOGGER_PHOTO_ID_5126367210929437122" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAMLSRrYh8MCNELrprIbMDJtab1en0fc_2Zoys07L5MRljUL3lzyrhg0_w2bn_OhHzVAlmhB9e9HxK-CMUC-FV2sm1dxIzHs61mSKLlVkIrSxy7Xsr28SrXBNXSNaVfUORuiy79yLl1xoe/s200/Walking_to_Boreas_camp_31.jpg" border="0" />In the November issue of GSA Bulletin, Lewis et al. report on till stratigraphy constrained by Ar/Ar ages of volcanic ash from the Olympus Range in the Dry Valleys. According to the article till generated by wet-based glaciers is older than sublimation till from dry-based glaciers nearby. The ages on the ashes are used to determine the age of the transition.<br /><div>Read the abstract <a href="http://www.gsajournals.org/perlserv/?request=get-abstract&doi=10.1130%2F0016-7606%282007%29119%5B1449%3AMMMGCC%5D2.0.CO%3B2">here...</a></div><div> </div><div><em>Photo: Adam Lewis</em></div>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-75656116381647752962007-10-10T15:38:00.000-07:002008-12-11T05:08:11.947-08:00ANDRILL MIS in Geotimes<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHbR8ADrBYOcu-FtqnDKRcUO3HcIjjdPM95s7ekN8O1w6Po1wOLRsSJCb30hRLGnANERIfUdAfsIE49NspDo3zrY6i7v7-igOhGN4PQTZdzRMDQ0MAqZIajIplcgetqMVb0PgDnvBu7tgF/s1600-h/headerhome.jpg"><img id="BLOGGER_PHOTO_ID_5119844396296285922" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 223px; CURSOR: hand; HEIGHT: 49px" height="84" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHbR8ADrBYOcu-FtqnDKRcUO3HcIjjdPM95s7ekN8O1w6Po1wOLRsSJCb30hRLGnANERIfUdAfsIE49NspDo3zrY6i7v7-igOhGN4PQTZdzRMDQ0MAqZIajIplcgetqMVb0PgDnvBu7tgF/s200/headerhome.jpg" width="273" border="0" /></a>An article discussing the drilling technology and preliminary scientific results of the McMurdo Ice Shelf drilling of ANDRILL can be found in the printed issue of Geotimes. Currently ANDRILL is drilling a second hole in Southern McMurdo Sound. Check <a href="http://www.andrill.org/">http://www.andrill.org/</a> for science updates (from Oct. 15 approximately).<br /><br /><em>Image: </em><a href="http://www.andrill.org/"><em>www.andrill.org</em></a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-66098754311606090032007-10-06T14:22:00.000-07:002008-12-11T05:08:12.080-08:00Apply to sail on IODP Wilkes Land Margin<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM4ZjywMAAr0ff7qOeIHsfQS0QcfEOWTuvTXrkElfsmBJgCIkSRW8_lOD1DagQYiQkGUKdFDWmu44Vn0UIsj-Ut7h30Sw-bjynwnQwpZpb9RsyElOUx8Vqp0V4J96wM1qWj8vXZoylXxqB/s1600-h/navexp.jpg"><img id="BLOGGER_PHOTO_ID_5118339185120527602" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM4ZjywMAAr0ff7qOeIHsfQS0QcfEOWTuvTXrkElfsmBJgCIkSRW8_lOD1DagQYiQkGUKdFDWmu44Vn0UIsj-Ut7h30Sw-bjynwnQwpZpb9RsyElOUx8Vqp0V4J96wM1qWj8vXZoylXxqB/s400/navexp.jpg" border="0" /></a><br /><div><br /><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4LiPj0U3QcNhET71EDi3JDooa0Ee8obuGl6f1Rg7yZJA23aZVse7RiofFLdmqmm4Rd11Cjb0gZsHr5LQKZFa1zNcpB0NBKOhKeGVgPlCQ25R1yfDYXlsME7scrAPSDhjWjxJ_A4jwPhh7/s1600-h/wilkes.gif"></a> </div><div> </div><div>Application to sail can now be submitted for the IODP expedition to the Wilkes Land Margin. The application deadline is November 30, 2007. For more information see <a href="http://iodp.tamu.edu/scienceops/expeditions/wilkes_land.html">here</a></div></div>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-92040941363628632422007-09-30T20:43:00.000-07:002008-12-11T05:08:12.327-08:00Antarctic biota survived over tens of millions of years<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgob05dLw6ve6cTk3GQqAQ87D3zp6rKg7RBDQuEyEjRmiawKrCXJm_CqURuWW_SClXZCAstR4IG0-3VWH0hEvGUPyOtoUIKR08-nKi60h68hLENZ-b4x75k8rhvto1x8vmPWB-kM7GGjYUw/s1600-h/biota.gif"><img id="BLOGGER_PHOTO_ID_5116211043606872658" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgob05dLw6ve6cTk3GQqAQ87D3zp6rKg7RBDQuEyEjRmiawKrCXJm_CqURuWW_SClXZCAstR4IG0-3VWH0hEvGUPyOtoUIKR08-nKi60h68hLENZ-b4x75k8rhvto1x8vmPWB-kM7GGjYUw/s200/biota.gif" border="0" /></a>Pete Convey and Mark Stevens review evidence of survival of Antarctic biota over the past tens of millions of years, implying that ice-free refugia must have existed. These studies highlight a possible mismatch between ice-sheet modeling and terrestrial evidence. The article can be found in Science at <a href="http://www.sciencemag.org/cgi/content/summary/317/5846/1877">http://www.sciencemag.org/cgi/content/summary/317/5846/1877</a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-4495018790111157022007-09-02T18:16:00.000-07:002008-12-11T05:08:12.772-08:00IODP Wilkes Land margin approved for 2009<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifUSs2RJ6ilc9fwZa7P4uMXMkr2XA8KJ5PBt5Bmyz62FIETz0r6Achdsdgh7BGI1SMNrfgkrUKeDpeMg5nWM537eBNOvUFbvf2agG9oGU_0ZGLZPl3mn6EqY-Dtc2O_cRQpKyWbpx1mhKt/s1600-h/joides.JPG"><img id="BLOGGER_PHOTO_ID_5105782131851779090" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifUSs2RJ6ilc9fwZa7P4uMXMkr2XA8KJ5PBt5Bmyz62FIETz0r6Achdsdgh7BGI1SMNrfgkrUKeDpeMg5nWM537eBNOvUFbvf2agG9oGU_0ZGLZPl3mn6EqY-Dtc2O_cRQpKyWbpx1mhKt/s200/joides.JPG" border="0" /></a>The International Polar Year 2007-2009 is enriched with another great project now that the Intergrated Ocean Drilling Program has scheduled an expedition to the Wilkes Land margin for January-March 2009.<br />For more details on this Leg see <a href="http://iodp.tamu.edu/scienceops/expeditions/wilkes_land.html"><span style="color:#000000;">here</span></a><br /><br /><em>Image: Ocean Drilling Program</em>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-68592053621045682492007-08-24T18:46:00.000-07:002008-12-11T05:08:12.968-08:00Northern Hemisphere forcing of the last 4 deglaciations<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_JkVGoP3sCDWj4-3rvGDhDE9UDbrwmruoVW2x2fKYr2ImyYi_La573CCMm24ju8U90NsGULDxNfAL1Kv_XvZmprWtyaspWMGQqQpkTT32_iygC0mue61BljKIiAEIDvge2NIIZANo5ahy/s1600-h/CataniIceCores9.jpg"><img id="BLOGGER_PHOTO_ID_5102452166397778946" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_JkVGoP3sCDWj4-3rvGDhDE9UDbrwmruoVW2x2fKYr2ImyYi_La573CCMm24ju8U90NsGULDxNfAL1Kv_XvZmprWtyaspWMGQqQpkTT32_iygC0mue61BljKIiAEIDvge2NIIZANo5ahy/s200/CataniIceCores9.jpg" border="0" /></a>A study of the Fuji Dome and Vostok ice cores published in <em>Nature</em> shows that orbital-scale Antarctic climate change lags Northern Hemisphere insolation by a few thousand years since at least 360,000 years ago. Find the first paragraph of the article <a href="http://www.nature.com/nature/journal/v448/n7156/abs/nature06015.html">here</a>.Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-56548861252848814412007-08-24T18:40:00.000-07:002007-08-24T18:45:58.711-07:00Eocene bi-polar glaciation and the CCDAn article published in <em>Nature</em> by Edgar et al. discusses the link between the development of the cryosphere and the large changes in the CCD in the late Eocene. Find the link to the first paragraph <a href="http://www.nature.com/nature/journal/v448/n7156/abs/nature06053.html">here</a>.Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com1tag:blogger.com,1999:blog-1888266684316830077.post-4274222729405213612007-08-14T10:01:00.000-07:002008-12-11T05:08:13.185-08:00Microbes in 8 million year old ice from Beacon Valley<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MrOJzMRCeNZ0K0PEVVNvDIGvlzqM65nwCe6zpCHpdhcZHeDJYM_W5bou7DOyKNPqnvZKTHo3ZdWdUgDFalEm70yYjy1rAVMVkZANI2-uWfixGOItvfaY_4P1Y5HlhE8ZoxANaVWFvcJB/s1600-h/BeaconValley.jpg"><img id="BLOGGER_PHOTO_ID_5098604176559740818" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MrOJzMRCeNZ0K0PEVVNvDIGvlzqM65nwCe6zpCHpdhcZHeDJYM_W5bou7DOyKNPqnvZKTHo3ZdWdUgDFalEm70yYjy1rAVMVkZANI2-uWfixGOItvfaY_4P1Y5HlhE8ZoxANaVWFvcJB/s200/BeaconValley.jpg" border="0" /></a>A team of molecular biologists and geologists claim they have found 8 million year old microbes embedded in buried glacier ice they collected in Beacon Valley, Dry Valleys, Antarctica. <em>Bidle</em> and others pulished their finding in the <em>Proceedings of the National Academy of Sciences</em>.<br />For more info see news article <a href="http://sciencenow.sciencemag.org/cgi/content/full/2007/806/2">here</a> ...<br />or the full open access article <a href="http://www.pnas.org/cgi/content/abstract/0702196104v1?maxtoshow=&HITS=10&hits=10&RESULTFORMAT=&fulltext=Beacon+Valley&searchid=1&FIRSTINDEX=0&resourcetype=HWCIT">here</a>...<br /><em></em><br /><em>Image: Bidle et al., PNAS.</em>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-85250833144684467402007-08-04T10:59:00.000-07:002007-08-04T15:00:04.406-07:00Antarctic circumpolar current developed in the Late Oligocene<a href="http://sealevel2.jpl.nasa.gov/jr_oceanographer/images/o-zlotncki-oceancir-th.jpg"><img style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 200px; CURSOR: hand" alt="" src="http://sealevel2.jpl.nasa.gov/jr_oceanographer/images/o-zlotncki-oceancir-th.jpg" border="0" /></a>In a recent issue of the journal Geology <em>Lyle et al.</em> present new sediment core data suggesting that deep flow in the South Atlantic ocean started as late as the late Oligocene. The Antarctic circumpolar current was thought to have thermally isolated Antarctica in the Eocene, so that an ice sheet could develop. Recent modeling studies, however, suggested that the story is more complex. <em>Lyle et al.</em> explain that shallow circulation may have existed earlier than the late Oligocene as indicated by Nd isotope studies, but that deep flow with vertical mixing was established by 23-25 Ma. These findings have consequences for studies of the evolutionary biology of the region as well. For more information read the abstract <a href="http://geology.geoscienceworld.org/cgi/content/abstract/35/8/691">here</a><br /><br /><em>Image: NASA</em>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-74190036255506985342007-07-11T17:51:00.000-07:002008-12-11T05:08:13.360-08:00Publication started of online proceedings for the 10th ISAES 2007<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivn2o_1nr-COH6N0khPPIWPDPHcbapMaPTZZlTlACPOf4NO41sYn3qiCc03jf3PCryqGZ8OswN3MvnHeYg_Wv3wR2Ow3bq93SHL0NmrPD8Bv8IfoP1vdqtxGV91mMRhVOLFDQ4Rj6KCZvf/s1600-h/TAM.JPG"><img id="BLOGGER_PHOTO_ID_5086110096671500818" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivn2o_1nr-COH6N0khPPIWPDPHcbapMaPTZZlTlACPOf4NO41sYn3qiCc03jf3PCryqGZ8OswN3MvnHeYg_Wv3wR2Ow3bq93SHL0NmrPD8Bv8IfoP1vdqtxGV91mMRhVOLFDQ4Rj6KCZvf/s200/TAM.JPG" border="0" /></a>The 10th International Symposium on Antarctic Earth Sciences has freely accessible online proceedings. Publication has started and will continue until the start of the symposium 26 August-31 August 2007 in Santa Barbara. Two types of contributions are available: 4-5 page peer-reviewed Short Research Papers and Extended Abstracts (not peer-reviewed). <a href="http://pubs.usgs.gov/of/2007/1047/">Click here to connect to the online proceedings.</a><br /><br />Photo: Sandra Passchier, courtesy National Science FoundationSandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-37288208346290707472007-07-04T16:57:00.000-07:002008-12-11T05:08:13.596-08:00West Antarctic Ice Sheet existed more than 25 million years ago<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj66sH2mnwBx1DgMwHTed8NCQZBnNs2WdlHmiS6EAHnhXEfRzgRPSVQOUOGz-fogIN2HUVJHIuKVvJJEu2VWaQwu0BqRdsQQSPA9x5UOwSV1LxxdZU-bc9TwkWPMf-lczjgDD_X7xxfGYee/s1600-h/imageEastRossSea.jpg"><img id="BLOGGER_PHOTO_ID_5083497107288091106" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" height="101" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj66sH2mnwBx1DgMwHTed8NCQZBnNs2WdlHmiS6EAHnhXEfRzgRPSVQOUOGz-fogIN2HUVJHIuKVvJJEu2VWaQwu0BqRdsQQSPA9x5UOwSV1LxxdZU-bc9TwkWPMf-lczjgDD_X7xxfGYee/s200/imageEastRossSea.jpg" width="142" border="0" /></a>A recent article in the journal <em>Geology</em> by Sorlien et al., reports on interpretations of seismic data that indicate that ice was draining into the eastern Ross Sea from Mary Byrd Land as early as the Oligocene.<br /><p>For more information see the press release <a href="http://www.ia.ucsb.edu/pa/display.aspx?pkey=1628">here</a> or read the abstract <a href="http://www.gsajournals.org/perlserv/?request=get-abstract&doi=10.1130%2FG23387A.1">here</a>.</p><p>Photo: Bruce Luyendyk</p>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-89446748349744473922007-06-11T18:20:00.000-07:002007-06-11T18:26:47.939-07:00New-Generation Polar Research SymposiumThe New-Generation Polar Research Symposium will be held May 4-11, 2008at <a href="http://www.laforet.org/">La Foret Conference Center </a>in Colorado Springs, CO. For more information visit the conference website at: <a href="http://ccar.colorado.edu/ngpr/">http://ccar.colorado.edu/ngpr/</a>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-42219230545740478042007-06-09T10:42:00.000-07:002008-12-11T05:08:13.875-08:00Antarctic glaciers accelerate as climate warms<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPuPMvPJSHoZsl3k_ZcpNKFvr0J0LTi-V8-0Mw8jVrTGYsCI8VqmKs70pUUhMJxRn5Jzh5o2FHex2PP7LmfUCvHZYvnOx6vAHCD-UHWbQt5Aht3iP3HolBSNcuPqIIdT-bRU5A7aBYvARp/s1600-h/GlacierBAS.jpg"><img id="BLOGGER_PHOTO_ID_5083500212549446130" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPuPMvPJSHoZsl3k_ZcpNKFvr0J0LTi-V8-0Mw8jVrTGYsCI8VqmKs70pUUhMJxRn5Jzh5o2FHex2PP7LmfUCvHZYvnOx6vAHCD-UHWbQt5Aht3iP3HolBSNcuPqIIdT-bRU5A7aBYvARp/s200/GlacierBAS.jpg" border="0" /></a>Satellite data indicates that hundreds of glaciers on the Antarctic Peninsula are flowing faster than expected. Faster ice drainage leads to sea level rise, a major concern for low-lying coastal areas elsewhere. Authors Pritchard and Vaughan published an article on this topic in the Journal of Geophysical Research last week. More in:<br /><a href="http://www.antarctica.ac.uk/press/press_releases/press_release.php?id=91">Press Release British Antarctic Survey</a> <div><a href="http://news.bbc.co.uk/2/hi/science/nature/6727543.stm">BBC NEWS</a><br /><br /><em>Photo: British Antarctic Survey</em></div>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-43422862793250226842007-06-09T09:27:00.000-07:002008-12-11T05:08:14.133-08:00Scientists prepare for 2007 ANDRILL season<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQj0Ippk5_75VCmIZ69TirGK5S5R39I4nCXLJ69Ozwes_NBVVMtXOMs8oE-hn7mHXRAcGI46UnTDfjKgd4abOaOCOYu9WGqO3wyKL5sbemmoOt8RaUEJIw_wSKfGIgarzgeKhJWjFHjCI/s1600-h/CRPdrill.jpg"><img id="BLOGGER_PHOTO_ID_5074158535124895394" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQj0Ippk5_75VCmIZ69TirGK5S5R39I4nCXLJ69Ozwes_NBVVMtXOMs8oE-hn7mHXRAcGI46UnTDfjKgd4abOaOCOYu9WGqO3wyKL5sbemmoOt8RaUEJIw_wSKfGIgarzgeKhJWjFHjCI/s200/CRPdrill.jpg" border="0" /></a>After a successful<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcQobHebKjBadm46obh9yNbVI4HYpcXFGL-W5GdJCyPYdn0FzwM1TcZrUnVzfbqQNMu76ujTcvCJQ-nI018Ctakr2bpaP_Gc8_dOJSc3kEyeiricuNJ6LFbp0s92AmXYqw_hF5G8CL5yhv/s1600-h/CRPdrill.jpg"></a> drilling season in 2006, preparations for the upcoming season of the Antarctic Drilling Program (ANDRILL) are underway. In Fall 2007 ANDRILL plans to drill a deep hole through sedimentary strata in southern McMurdo Sound. On-ice scientists from the United States, New Zealand, Italy and Germany currently go through extensive medical and dental exams. McMurdo station, where most scientists will be stationed, has limited medical facilities. <a href="http://www.andrill.org">More about ANDRILL..</a><br /><br /><em>Photo: Sandra Passchier, courtesy NSF</em>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0tag:blogger.com,1999:blog-1888266684316830077.post-50012475635429567752007-05-20T14:19:00.000-07:002007-07-11T18:13:47.776-07:00Geologists complete second field season on James Ross Island<a href="http://www.visitandlearn.co.uk/trackendurance/images/basupdate-2.jpg"><img style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 200px; CURSOR: hand" alt="" src="http://www.visitandlearn.co.uk/trackendurance/images/basupdate-2.jpg" border="0" /></a>From January until March 2007 british geologists were carrying out field work in their second field season on James Ross Island near the Antarctic Peninsula. Their objective was to study sedimentary rocks from the Neogene period (between 2 and 24 million years old). These rocks originated during a time when climatic conditions were similar to those projected for the future. More at <a href="http://www.visitandlearn.co.uk/trackendurance/basupdate.asp">Visit and Learn</a>... or in an article on their previous field season in <a href="http://www.blackwell-synergy.com/doi/abs/10.1111/j.1365-2451.2006.00586.x">Geology Today...</a><br /><br /><div align="left"><em>Photo: British Antarctic Survey</em></div>Sandra Passchierhttp://www.blogger.com/profile/15836510679963445842noreply@blogger.com0