tag:blogger.com,1999:blog-41004282156968566312024-03-20T07:39:27.866-04:00Shaking EarthAll things seismological, with an emphasis on earthquakes in the northeastern United States.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.comBlogger266125tag:blogger.com,1999:blog-4100428215696856631.post-47324024285759493182011-05-25T18:03:00.000-04:002011-05-25T18:03:21.284-04:00Seismologists on trial in ItalyFrom <a href="http://blogs.nature.com/news/2011/05/italian_seismologists_to_be_tr.html">Nature News blog</a>:<br />
<blockquote><h3 class="entry-header">Italian seismologists to be tried for manslaughter - May 25, 2011</h3></blockquote><div class="entry-content"> <div class="entry-body"> <blockquote><em>Posted on behalf of Nicola Nosengo</em><br />
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Six Italian seismologists and one government official will be tried for the manslaughter of those who died in an earthquake that struck the city of L'Aquila on 6 April 2009.<br />
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The seven are accused of misinforming the population about seismic risk in the days before the earthquakes, indirectly causing the death of the citizens they had reassured. </blockquote><br />
If only they had used an underage prostitute, they probably would have been left alone. <br />
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</div></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-35840793713670898652011-05-22T22:30:00.001-04:002011-05-22T22:30:46.347-04:00The rapture that didn't happen did get me some blog hitsI'll say one thing about the rapture that didn't happen: my <a href="http://shakingearth.blogspot.com/2011/05/if-world-ends-on-may-21-i-can-finally.html">blog entry</a> about it got over 1,000 hits, and more comments than ever. Maybe there is something about the power of the right blog at the right time with the right title to get to people after all?<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3GaTjZICiNokCOAUuZ5_axFU__dR2eVZlLq6GdTe49l6rK2wpIGpbLrbn4gg4rMyLj5aR2pX4Xy0SFoXwPXVuEZC_GQtN07t5ccfFOgXHVKkcn6WwzADOBJdADHSG5U6yrOeM8sz283I/s1600/Screen+shot+2011-05-22+at+10.12.44+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="65" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3GaTjZICiNokCOAUuZ5_axFU__dR2eVZlLq6GdTe49l6rK2wpIGpbLrbn4gg4rMyLj5aR2pX4Xy0SFoXwPXVuEZC_GQtN07t5ccfFOgXHVKkcn6WwzADOBJdADHSG5U6yrOeM8sz283I/s400/Screen+shot+2011-05-22+at+10.12.44+PM.png" width="400" /></a></div><br />
By the way, the "rapture day" of <a href="http://www.azfamily.com/news/Earthquakes-in-New-Zealand-San-Francisco-but-no-Rapture-on-May-21-122409444.html">May 21 had the usual quakes</a>, but nothing catastrophic. My son felt the 3.6 quake in the East Bay area.<br />
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In psychology class in 1970, I read <a href="http://www.slate.com/id/2295099/">When Prophecy Fails</a>, by Leon Festinger et al., about what might happen to Harold Camping's band of followers. They'll conclude God gets it right, they got it wrong.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-59255865429954089952011-05-18T07:40:00.000-04:002011-05-18T07:40:50.016-04:00If the world ends on May 21, I can finally stop bloggingI made a presentation about geophysics and the Japan earthquake to 7th graders at a local middle school last week. One student asked if I thought the world would end in 2012. My answer, not surprisingly, was no. Read <a href="http://www.nasa.gov/topics/earth/features/2012.html">NASA's response</a> to that popular belief.<br />
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There have also been stories about the end of the world beginning with the rapture on May 21. That's in 3 days! This is supposed to be accompanied by huge earthquakes. One <a href="http://judgementday2011.com/">website</a> states "On Saturday May 21st, the world will experience what <a href="http://www.independent.co.uk/news/world/americas/us-preacher-warns-end-of-the-world-is-nigh-21-may-around-6pm-to-be-precise-2254139.html">Harold Camping</a> has predicted a Global Earthquake to be the Greatest Earthquake ever. Camping’s Prophecy Predictions have been proven incorrect in the past, but he has learned from the mistake he made in 1994, and is confident about the date of May 21 2011. If the earth starts to shake on May 21 Doomsday, how will you react?"<br />
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Why would anyone believe this? I'd like to say the spiritual diversity of people is one of the things that makes our species beautiful, but I'm not sure I can.<br />
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<iframe allowfullscreen="" frameborder="0" height="280" src="http://www.youtube.com/embed/YOuyUWFWoGU" width="450"></iframe>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com7tag:blogger.com,1999:blog-4100428215696856631.post-22174484068285186092011-04-23T18:05:00.001-04:002011-04-23T18:05:36.402-04:00Michael Welland on the geoblogosphereI came across this <a href="http://www.geolsoc.org.uk/gsl/site/GSL/lang/en/page7580.html">commentary </a>from May of 2010 on the value of the "geoblogosphere." I thought I would pass it along, even though I didn't make Welland's list of blogs he reads. But he did lead to to a<a href="http://geoblogs.stratigraphy.net/?action=list"> master list of geo blogs</a>, and at least we're on that!<br />
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He is a recent convert to blog reading. He says:<br />
<blockquote>.... but what’s the point? Why do these geologists write blogs and what is their value? A recent survey of the geoblogosphere conducted by Lutz Geissler of the Technical University Bergakademie in Freiberg, in collaboration with Robert Huber of the University of Bremen and Callan Bentley of Northern Virginia Community College, helps answer the first question and informs the second. The equally top-ranked responses to the question “why do you blog?” were “to inform”, “to share knowledge”, and “to popularise the geosciences” (followed closely by “to have fun”).<br />
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Combine this motivation and energy with the significant audience for many of these blogs, and there is arguably the prime value: knowledge-sharing and outreach...<br />
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What the majority have in common, however, is that they are current and immediate. Whether reporting on an ongoing research or fieldwork project, a volcanic or seismic event, providing links to newly published papers, or seeking ideas on the design of a new course, these blogs represent a unique means of rapidly disseminating – and accessing – information and ideas. </blockquote><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQOg4x5C0NYaAckUyb6igME7zMMh290tUobUcl4rQIzIc1Wzj3FI5TFg1iti5UWUY8SN0VRWa6ySEGtbmwe9pgOtKw5euDdylqH4ERUekYGNxKkjqGTpZJKTKFwP0RTyh1BzKbNvZyI4w/s1600/Picture1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQOg4x5C0NYaAckUyb6igME7zMMh290tUobUcl4rQIzIc1Wzj3FI5TFg1iti5UWUY8SN0VRWa6ySEGtbmwe9pgOtKw5euDdylqH4ERUekYGNxKkjqGTpZJKTKFwP0RTyh1BzKbNvZyI4w/s400/Picture1.png" width="400" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com3tag:blogger.com,1999:blog-4100428215696856631.post-15009760513248613862011-04-21T09:16:00.001-04:002021-01-03T13:24:07.727-05:00Listening (literally) to the Japanese earthquakeNOAA has an audio of seismic waves generated by the Toholu earthquake. Seismic <a href="http://earthquake.usgs.gov/learn/glossary/?term=P%20wave">P-waves</a> are, after all, essentially the same as <a href="http://www.physicsclassroom.com/class/sound/u11l1c.cfm">sound waves</a>.<br />
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<object style="height: 300px; width: 480px;"><param name="movie" value="http://www.youtube.com/v/4rWDrZIucAQ?version=3" /><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always" /><embed allowfullscreen="true" allowscriptaccess="always" height="300" src="http://www.youtube.com/v/4rWDrZIucAQ?version=3" type="application/x-shockwave-flash" width="480"></embed></object><br />
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Scientists at the <a href="http://www.pmel.noaa.gov/vents/">NOAA Vents Program</a> at Pacific Marine Environmental Laboratory and Oregon State University heard the March 11, 2011 Honshu, Japan earthquake using a hydrophone located near the Aleutian Islands of Alaska.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-86917636626017472682011-04-18T22:58:00.000-04:002011-04-18T22:58:22.741-04:00Tohoku quake and free oscillationsLarge earthquake cause the Earth to "ring like a bell," the phenomenon of free oscillations.<br />
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There are nice animations of the different toroidal and spheroidal modes of free oscillations at this <a href="http://icb.u-bourgogne.fr/nano/MANAPI/saviot/terre/index.en.html">web page</a> from Lucien Saviot of the CNRS. Note the periods of the oscillations.<br />
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The image below shows the response of the superconducting gravimeter at <a href="http://www.fgi.fi/Metsahovi_info.pdf">Metsähovi</a>, Finland. The gravimeter is also a long period seismometer. Time runs from the day of the quake on the left to five days later on the right. Hotter colors are higher amplitudes. The scale on the left gives the frequency of oscillation, where f=0.0006 cycles/second corresponds to a period of oscillation of 28 minutes.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMy9Zn-AORy3ZrhRW2hzT9x1U5c18jWTk2-l2M9ORYGu2wl-aapcXzuAQTShqUL1CXAEg165ggsKIsLtetEXXoZrDiKIF_ktQouLPs8W7-SxPQP8M1JYUGfSC5FTpr0yCS_7QFl17T7Vk/s1600/Screen+shot+2011-04-18+at+10.43.22+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMy9Zn-AORy3ZrhRW2hzT9x1U5c18jWTk2-l2M9ORYGu2wl-aapcXzuAQTShqUL1CXAEg165ggsKIsLtetEXXoZrDiKIF_ktQouLPs8W7-SxPQP8M1JYUGfSC5FTpr0yCS_7QFl17T7Vk/s400/Screen+shot+2011-04-18+at+10.43.22+PM.png" width="385" /></a></div>Another reprsentation of some of the free oscillation data in the lower part of the frequency spectrum is shown below, from the same source.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbw4y1JkhyJJQ1IWfrodik_XmEbi291_H6lCL6Sx4RwEhrEMKBs5Lw5ZpfO8UUGeeBsybFhY74MgCLEuv3glQl8qOkFYwsSqhqNZNJ4sUO8ji0Z_fDhSk0Yq6pDfBQhgGcl-SlWumc6jM/s1600/Screen+shot+2011-04-18+at+10.54.51+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbw4y1JkhyJJQ1IWfrodik_XmEbi291_H6lCL6Sx4RwEhrEMKBs5Lw5ZpfO8UUGeeBsybFhY74MgCLEuv3glQl8qOkFYwsSqhqNZNJ4sUO8ji0Z_fDhSk0Yq6pDfBQhgGcl-SlWumc6jM/s400/Screen+shot+2011-04-18+at+10.54.51+PM.png" width="400" /></a></div> The lowest mode is spheroidal mode 0S2 (54 minutes). All modes decay after a few days, except the lowest radial mode (0S0) which has an expected lifetime of 3-4 months. The radial oscillation mode changes radius of the Earth with the period of 20 minutes. The observed amplitude at Metsähovi is 0.06 mm on 17.3.2011.<br />
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Free oscillations of the Earth which had been theoretically predicted were first observed after the <a href="http://www.agu.org/journals/ABS/1961/JZ066i002p00605.shtml">1960 Chile quake</a>, the largest earthquake ever recorded.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-71946229637581428212011-04-10T09:32:00.000-04:002011-04-10T09:32:11.766-04:00Google searches, blog hitsSometimes I wonder why and when I get hits for the blog. My colleague Teb recently showed me <a href="http://www.google.com/trends">Google Trends</a>, a neat tool that lets you look at trends in Google searches on one or more terms. The term "Japan earthquake brought up the following trend. The peak, of course, is when the Japanese earthquake occurred on March 11, with a decrease ever since.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn7wlKg9TOKL6RtgldheugySuFnvxiu36Yy_QoDIlB7h9kqh4ukg5QcrVIHMTWIG6U-rBd7ewAyjh9xgQrhl8pEmf5lsR4QgQGsWTtKohGP7OiwSA1W3yEtpBAd0dXFddR2tBZ-Wc518E/s1600/google+trends.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn7wlKg9TOKL6RtgldheugySuFnvxiu36Yy_QoDIlB7h9kqh4ukg5QcrVIHMTWIG6U-rBd7ewAyjh9xgQrhl8pEmf5lsR4QgQGsWTtKohGP7OiwSA1W3yEtpBAd0dXFddR2tBZ-Wc518E/s400/google+trends.GIF" width="400" /></a></div><br />
<a href="http://www.google.com/analytics/">Google Analytics</a> also allows one to monitor the hist on one's own web site. Can't say I have mastered it yet (I don't find it too user friendly), but the graph below shows the hits on this blog, also since the Japan quake<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgee9m-BAVkg0Ra19VG34zwqjjkf2vkRJa3WHqxCq9uJbikXaP1ttS747myNOSLQfbdLcY9-hRGVgTkODoEH3sfH4jF9NVSEomUKDYVki2vis1-mBMb2hFYEuBLt6c91QaqMYyMxqTG4Jw/s1600/Capture.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgee9m-BAVkg0Ra19VG34zwqjjkf2vkRJa3WHqxCq9uJbikXaP1ttS747myNOSLQfbdLcY9-hRGVgTkODoEH3sfH4jF9NVSEomUKDYVki2vis1-mBMb2hFYEuBLt6c91QaqMYyMxqTG4Jw/s400/Capture.GIF" width="400" /></a></div><br />
Pretty good correlation. There are even corresponding upturns on March 14 and 28. <br />
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The hits have decreased, but I hope concern for the victims and the drive to improve earthquake protection everywhere will not.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-90731531276446321082011-04-08T17:24:00.000-04:002011-04-08T17:24:41.237-04:00Tsunamis and the height of the ocean column<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><br />
The <a href="http://www.ndbc.noaa.gov/dart/algorithm.shtml">National Data Buoy Center</a> (sorry, no Gurl Center) of NOAA describes the Deep-ocean Assessment and Reporting of Tsunamis (DART) program. Each DART gauge is designed to detect and report tsunamis, by looking at the pressure of the disturred column of ocean water.<br />
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Maps are available <a href="http://www.ndbc.noaa.gov/rmd.shtml">here</a> to show the location of these sensors, such as the map below for the eastern side of Japan. <br />
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" 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" width="400" /></a></div><br />
The image below shows the vauation in ocean height for the 24 hours and the 4 minutes surrounding the earthquake. Note the red onset of the higher frequency changes in ocean thickness on March 11 - that's the origin of the tsunami. It is soon followed by the maximum change of 1 meter, relatively small in the open ocean compared to the wave buildup when it approaches the shore.<br />
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<img alt="" 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" /> <br />
<br />
For comparison sake, a normal period of four days showing diurnal tidal fluctuations with amplitudes of 0.5 meters looks like this:<br />
<br />
<img alt="" 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" />Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-13553396579390568022011-04-07T18:10:00.001-04:002011-04-07T18:11:08.118-04:00Tidal gage data re-visited - tsunami wave spectra vs. distanceAfter the last post, I was thinking about that dominant 20-30 minute periodicity in the tidal gage responses to the tsunami waves on the west coast of the U.S., reflecting the time difference between tsunami peaks. That is one of the classic hazards with tsunamis: the wave trough may come in first, causing a beach to be emptied of water, and then when people walk out further away from shore to explore, the peak arrives half a period of time later, and people are trapped.<br />
<br />
My visual memory of the tide gage data from the Japanese coast showed just an initial impulse. But when I looked at it again (see below, a blow-up from the last blog), one can see the initial impulse at about 30 minutes after the quake, and then a series of peaks for another 1-2 hours, at intervals of about 3-4 minutes.<br />
<br />
Higher frequencies are attenuated more quickly with distance, as also happens for the spectral content in seismic surface waves, so by the time the waves reach the U.S. west coast, lower frequencies dominate.<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTi70jL_EBT8dZ6ARYkF3hysIvvRD5CfIrfvmVl6q389oXzvxFCR1YM9pdxIJ24eMy2L5jnN0JqkE3aAxyq8Ek9iiz2ar3RXfwOzbybKzVAbnqEG10kSXx7eQnn-1ErEUxChQrNfyL2Nk/s1600/Screen+shot+2011-04-07+at+8.37.50+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTi70jL_EBT8dZ6ARYkF3hysIvvRD5CfIrfvmVl6q389oXzvxFCR1YM9pdxIJ24eMy2L5jnN0JqkE3aAxyq8Ek9iiz2ar3RXfwOzbybKzVAbnqEG10kSXx7eQnn-1ErEUxChQrNfyL2Nk/s400/Screen+shot+2011-04-07+at+8.37.50+AM.png" width="400" /></a></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-62369703906647408592011-04-06T20:36:00.000-04:002011-04-06T20:36:53.053-04:00Japan tsunami as recorded on tidal gagesThe <a href="http://nctr.pmel.noaa.gov/honshu20110311/">NOAA Center for Tsunami Research</a> provides data from sea-level <a href="http://tidesandcurrents.noaa.gov/">tidal gages </a>in the Pacific and along the U.S. coastline. The figure below compares data (in black) with DART (Deep-ocean Assessment and Reporting of Tsunamis) model series (red). The Tokyo record below shows a maximum peak-to-peak amplitude of over 2 meters.<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/21418.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="155" src="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/21418.png" width="400" /></a></div>Data are available for several area:<br />
<ul><li><a href="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/2011honshu_westcoast.pdf">U.S. West Coast</a></li>
<li> <a href="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/2011honshu_alaska.pdf">Alaska</a> </li>
<li><a href="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/2011honshu_pacific.pdf">Hawaii and Oceania</a></li>
<li><a href="http://nctr.pmel.noaa.gov/honshu20110311/images/comp_plots/ChileCompare.png">Chile</a></li>
</ul>Data from the U.S West Coast, shown below, reveals an approximately 30 minute periodicity of the tsunamigenic tidal variation. Also note the 3-meter high amplitude variation at <a href="http://www.npr.org/templates/story/story.php?storyId=5007869">Crescent City</a>, a location notorious for its large tsunami waves.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh_OLuQbkTttL-PlVfK95kidaSbi_VxAEdFTWd2URBPaMtWz50o3AKFmrdhyphenhyphencAq_lRad3Yw6gKZjKCVI9Ki9eEhXYcy0thhxYi3cI76lnwiIq9HnzxqdYqKxDy-qZxYYbmTURz9MF32Po/s1600/Screen+shot+2011-04-06+at+8.26.45+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="333" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh_OLuQbkTttL-PlVfK95kidaSbi_VxAEdFTWd2URBPaMtWz50o3AKFmrdhyphenhyphencAq_lRad3Yw6gKZjKCVI9Ki9eEhXYcy0thhxYi3cI76lnwiIq9HnzxqdYqKxDy-qZxYYbmTURz9MF32Po/s400/Screen+shot+2011-04-06+at+8.26.45+PM.png" width="400" /></a></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-42369964285277594102011-04-05T09:20:00.002-04:002011-04-05T18:34:29.036-04:00More information on tsunami wave heights along the Japanese coastInformation from <a href="http://www.ngdc.noaa.gov/hazard/honshu_11mar2011.shtml">NOAA </a>(National Oceanographic and Atmospheric Administration) on the maximum tsunami heights along the Japanese coast is a bit more subdued than the information I listed in the last post:<br />
<blockquote>MARCH 11, 2011 EYEWITNESS AND INSTRUMENTAL RECORDINGS<br />
<b>The highest wave from the March 11, 2011 tsunami was 13 meters</b> reported by an eyewitness at Minami Sanriku town. Tide gauge recordings in Japan range from 1 to 7 meters. Three meter waves were observed by eyewitnesses in the Kuril Islands, Russia. Two meter waves were observed at tide gauges in South America, Hawaii, and the west coast of the United States. The highest wave ever recorded by an ocean-bottom sensor was measured at 1.08 meters by DART® station 21418 located 450 nautical miles northeast of Tokyo. NGDC [National Geophysical Data Center] will continue to update the historic tsunami database as eyewitness and field survey reports are received.</blockquote>The map below shows the near-field effects of the event including deaths, missing, maximum wave heights and arrival times at tide gauges, water heights from field surveys (data current as of March 28, 2011, will be updated weekly). <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.ngdc.noaa.gov/hazard/img/tohoku_tsunami_nearfield.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://www.ngdc.noaa.gov/hazard/img/tohoku_tsunami_nearfield.png" width="307" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Source: NGDC/NOAA. Click to enlarge</td></tr>
</tbody></table>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-61174964040330190212011-04-04T21:19:00.001-04:002011-04-04T21:31:38.245-04:00One large quake does not deserve another (at least not far away)The Seismological Society of America has a surprisingly active <a href="http://www.facebook.com/pages/Seismological-Society-of-America/125495123520">Facebook page</a>, with several posts a day.<br />
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One referred to a recent scientific article and WSJ recap on whether large, distant earthquakes were related causally and temporally. A student had in fact recently asked me whether she should study in Berkeley this summer in the wake of the Japan earthquake. The <a href="http://www.nature.com/ngeo/journal/vaop/ncurrent/full/ngeo1110.html">Nature Geoscience</a> paper, Absence of remotely triggered large earthquakes beyond the mainshock region, by Tom Parsons Aaron A. Velasco, concluded that "the regional hazard of larger earthquakes is increased after a mainshock, but the global hazard is not."<br />
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This paper and related research were summarized in the <a href="http://online.wsj.com/article/SB10001424052748703696704576223190440090846.html">Wall Street Journal</a>, by Gautam Naik.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://si.wsj.net/public/resources/images/NA-BK836A_QUAKE_G_20110327190711.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="257" src="http://si.wsj.net/public/resources/images/NA-BK836A_QUAKE_G_20110327190711.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">From Wall Street Journal</td></tr>
</tbody></table>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com1tag:blogger.com,1999:blog-4100428215696856631.post-30246556955361200142011-04-04T13:28:00.001-04:002011-04-04T13:30:08.536-04:00Tsumami heights in JapanI finally found the graph I have been looking for, showing tsunami heights in Japan. These data from a preliminary report comes from yet another clearinghouse type site for tsunami data and information, the <a href="http://www.coastal.jp/tsunami2011/">Coastal Engineering Committee of the Japan Society of Civil Engineers</a>. The geographic location of the individual data points are not indicated, other than distance from tsunami "ground zero." Regular tidal fluctuations have not been removed. There is a lot of scatter and very high values at a distance of 0 km. The highest height shown is 30 meters (100 feet!), and there are consistent heights of over 15 meters (50 feet).<br />
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Click on the image for a more readable version.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://www.coastal.jp/ttjt/index.php?plugin=ref&page=FrontPage&src=survey.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://www.coastal.jp/ttjt/index.php?plugin=ref&page=FrontPage&src=survey.jpg" width="400" /></a></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-9622023603593822532011-04-03T18:38:00.001-04:002011-04-03T18:39:28.090-04:00Before and after photos of the Tohoku tsunamiABC (Australian Broadcasting Corporation) has some impressive <a href="http://www.abc.net.au/news/events/japan-quake-2011/beforeafter.htm">before and after photograph pairs</a> of the tsunami damage in the Sendai region of Japan.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu3mRwWR0DY5sIS9IoL1AiMZ0tiI4Z1jzSk6R2m3sfgZP485aPa9RVpbshO0UVbQZAu6Zdo7x8XUReY9wgE_Al95yv7FSWuw96YsL0esu6PB1ORThrb0np7FNMj4hCn-otn87MyVqFFXQ/s1600/Capture.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="327" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu3mRwWR0DY5sIS9IoL1AiMZ0tiI4Z1jzSk6R2m3sfgZP485aPa9RVpbshO0UVbQZAu6Zdo7x8XUReY9wgE_Al95yv7FSWuw96YsL0esu6PB1ORThrb0np7FNMj4hCn-otn87MyVqFFXQ/s400/Capture.GIF" width="400" /></a></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-18574446086651491282011-03-30T10:39:00.002-04:002011-03-30T10:41:30.667-04:00Japan tsunami animation - wave interferenceThis <a href="http://www.youtube.com/noaapmel">NOAA </a>animation of the calculated tsunami is quite impressive:<br />
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<object style="height: 390px; width: 640px;"><param name="movie" value="http://www.youtube.com/v/Lo5uH1UJF4A?version=3"><param name="allowFullScreen" value="true"><param name="allowScriptAccess" value="always"><embed src="http://www.youtube.com/v/Lo5uH1UJF4A?version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="480" height="300"></object><br />
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Listen to the accompanying mini-lecture. The resulting wave patterns due to bathymetry, wave reflection and refraction are visually stunning.<br />
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This is just a computer prediction of the expected tsunami. We'll take a look at tsunami data soon.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-53549405814064541792011-03-29T09:32:00.000-04:002011-03-29T09:32:59.880-04:00Tohoku earthquake - the tsunamiFinally, I am getting to the tsunami.<br />
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I'll be presenting some of the images that I find most impressive, although not too much in the way of photos or videos.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://nctr.pmel.noaa.gov/honshu20110311/Energy_plot20110311-1000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="301" src="http://nctr.pmel.noaa.gov/honshu20110311/Energy_plot20110311-1000.png" width="400" /></a></div><br />
The figure above shows the maximum tsunami amplitudes forecast (i.e., predicted, not observed) by the <a href="http://nctr.pmel.noaa.gov/honshu20110311/">NOAA </a>(National Oceanographic and Atmospheric Administration) Center for Tsunami Research using the <a href="http://nctr.pmel.noaa.gov/model.html">MOST </a>(method of splitting tsunamis) model.<br />
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The scale saturates in Japan (I'll look for a higher resolution image for the near epicenter effects), is about 0.5 meters in Hawaii. 0.25 meters on the west coast of the U.S., and about 0.1 meters on the west coast of South America.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com1tag:blogger.com,1999:blog-4100428215696856631.post-22969907807049549442011-03-26T19:47:00.002-04:002011-03-26T20:28:34.694-04:00Seismic spectra and building responseSeismic waves can be analyzed for their characteristic periodicities. Longer period components will have more effect on taller buildings, while shorter periodicities will have greater impact on shorter buildings. This phenomenon was recognized in the 1986 Mexico earthquake. This phenomenon is nicely explained in a web page from <a href="http://mceer.buffalo.edu/infoservice/reference_services/EQaffectBuilding.asp">MCEER</a>, the Multidisciplinary Center for Earthquake Engineering.<br />
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There are some interesting <a href="http://outreach.eri.u-tokyo.ac.jp/eqvolc/201103_tohoku/eng/#seiswave">links </a>to Japanese data on the Tohoku earthquake from Tolyo University. One is:<b> </b><br />
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<b>The comparison of long-period ground motion: The feature of seismic ground motion in city center and influence by architectural structure </b>(By:Dr.Furumura and Dr.Takemura) <br />
<div style="text-align: left;">A velocity response spectrum is calculated according to waveform recorded at Earthquake Research Institute in Bunkyou-ku district. The figure shows comparison with that of Niigata Chuetsu earthquake in 2004. The Chuetsu earthquake had strong long-period ground motion with period of 7 second, which causes only a minor damage mainly among skyscraper buildings. The 2011 Tohoku earthquake has about the same strength of velocity response occurred in a wide periodic band from 0.5 to 20 second. Not only skyscrapers but also all kind of buildings from wooden building (below 0.5 second) to a low-slung building (around 1second) and skyscraper buildings (few second).<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://outreach.eri.u-tokyo.ac.jp/wordpress/wp-content/uploads/2011/03/CompChuetsuSpectrum.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://outreach.eri.u-tokyo.ac.jp/wordpress/wp-content/uploads/2011/03/CompChuetsuSpectrum.jpg" width="372" /></a></div></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com3tag:blogger.com,1999:blog-4100428215696856631.post-85368194230673239092011-03-25T16:56:00.001-04:002011-03-25T16:57:33.708-04:00Groundshaking damage to buildings, JapanSo much of the damage done after the Tohoku quake resulted from the tsunami, but there was also damage of buildings due to the groundshaking in high areas that were not damaged by the tsunami. Some reports and images can be found at the <a href="http://www.eqclearinghouse.org/2011-03-11-sendai/">Earthquake Engineering Research Institute</a> web site.<br />
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A number of field reports on damage done in the epicentral area are given <a href="http://www.eqclearinghouse.org/2011-03-11-sendai/category/reports-from-the-field/">here</a>.<br />
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A <a href="http://www.eqclearinghouse.org/2011-03-11-sendai/2011/03/17/building-damage-in-sendai/">report </a>by Shunzuke Otani on Building Damage in Sendai says:<br />
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"Miki Shoji Co, a commercial business company, reported building damage statistics by external observation along the Sendai main street; out of 175 buildings<br />
No damage: 95<br />
Some damage, but could be operational in short time: 66<br />
Severe damage, need some time before use: 14<br />
Collapse or tilting: 0<br />
Sendai is the largest city in the affected area. A church in Mito City, Ibaragi Prefecture, suffered severe damage in the tower. A automobile ramp to the roof parking area collapse and killed three persons in automobiles; the ramp is supported by steel columns and connected to the main structure of a super market building." Images of these are shown below.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.eqclearinghouse.org/2011-03-11-sendai/files/2011/03/photo1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="http://www.eqclearinghouse.org/2011-03-11-sendai/files/2011/03/photo1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sendai church damage</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.eqclearinghouse.org/2011-03-11-sendai/files/2011/03/photo3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://www.eqclearinghouse.org/2011-03-11-sendai/files/2011/03/photo3.jpg" width="267" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sendai parking garage damage</td></tr>
</tbody></table>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-69878500933716992952011-03-22T09:16:00.003-04:002011-03-22T18:18:11.756-04:00Mercalli intensities for the Tohoku earthquake<a href="http://www.rms.com/Catastrophe/">RMS </a>is a provider of products, services, and expertise for the quantification and management of catastrophe risk. Below is a Mercalli intensity map produced by RMS for the Tohuku earthquake.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://www.rms.com/ClientResources/Catupdates/Resources/EQ_Tohoku_M90_RMS_MMI_21Mar2011_v2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://www.rms.com/ClientResources/Catupdates/Resources/EQ_Tohoku_M90_RMS_MMI_21Mar2011_v2.jpg" width="440" /></a></div><br />
The Mercalli intensity map indicates damages to structures and human reactions to the event. Mercalli intensities tend to be highest near the epicenter, and decrease with distance.<br />
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[I mis-read my colors, so this paragraph is not true: In this case, the highest intensities of VI are not at the epicenter. This is presumably because of regional geology; unconsolidated rocks amplify the groundshaking, so the intensity pattern depends in part on the geology of the region.]<br />
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The Mercalli scale is described by the <a href="http://earthquake.usgs.gov/learn/topics/mercalli.php">USGS</a>. The description for Mercalli intensity VI is:<br />
<dl><dd><b>V.</b> Felt by nearly everyone; many awakened. Some dishes, windows broken. Unstable objects overturned. </dd><dd><b>VI.</b> Felt by all, many frightened. Some heavy furniture moved; a few instances of fallen plaster. Damage slight. </dd><dd><b>VII.</b> Damage negligible in buildings of good design and construction; slight to moderate in well-built ordinary structures; considerable damage in poorly built or badly designed structures; some chimneys broken.
<b>VIII.</b> Damage slight in specially designed structures; considerable damage in ordinary substantial buildings with partial collapse. Damage great in poorly built structures. Fall of chimneys, factory stacks, columns, monuments, walls. Heavy furniture overturned. </dd></dl>Because of the earthquake-resistant building construction in Japan, the groundshaking of the quake did not do much damage. The tsunami was to blame for most of the destruction.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-6882982757790107922011-03-21T20:06:00.000-04:002011-03-21T20:06:05.251-04:00How much did the rest of Japan move?This map from <a href="http://geocommons.com/maps/57659">JPL </a>and NASA based on gps measurements shows movements up to 5 meters (about 15 feet) on the mainland itself.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFS1f-mka5VeD1t7wXMPK7Io0yA66oBgKs2ftaAeM5lR6xPr3l_insaf1iPtXiapmi0ziyGHQgJdIsvyUo7w7cRiavhH3Fgi40002L9q3tRbhl5PWcKmJxP2Yud0W0FvL6PwljFzE737w/s1600/caption.GIF" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFS1f-mka5VeD1t7wXMPK7Io0yA66oBgKs2ftaAeM5lR6xPr3l_insaf1iPtXiapmi0ziyGHQgJdIsvyUo7w7cRiavhH3Fgi40002L9q3tRbhl5PWcKmJxP2Yud0W0FvL6PwljFzE737w/s320/caption.GIF" width="320" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUs3pv-vzvX2WRJqw4-p_awGM_7NcrTwYipsvNulAU6pL4co1a56tHqV8yFsDASbHv47WNEfkJdLUKkudDT7ZfcQMc_8Mi35sA1AHzrTZI0yhZeQ9aU_Po6vMjEuJCs54QAcln5vhQTfY/s1600/map.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUs3pv-vzvX2WRJqw4-p_awGM_7NcrTwYipsvNulAU6pL4co1a56tHqV8yFsDASbHv47WNEfkJdLUKkudDT7ZfcQMc_8Mi35sA1AHzrTZI0yhZeQ9aU_Po6vMjEuJCs54QAcln5vhQTfY/s400/map.GIF" width="341" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ-cgqPg48lbbI3cOBVynuAKKXoMYKjvjwVVVj7CzU8zkjkgVHhFdAQlIUcO58zapvk9tSgaN0YWmHTRhW_Jyz7RnE0l64HHvwrKlfBkVMod6SEfinzQmGC0PTzUmeCTSkHzI-kDJZ1Kc/s1600/legend.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ-cgqPg48lbbI3cOBVynuAKKXoMYKjvjwVVVj7CzU8zkjkgVHhFdAQlIUcO58zapvk9tSgaN0YWmHTRhW_Jyz7RnE0l64HHvwrKlfBkVMod6SEfinzQmGC0PTzUmeCTSkHzI-kDJZ1Kc/s200/legend.GIF" width="186" /></a></div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-59382339546386737752011-03-21T11:37:00.003-04:002011-03-21T11:40:18.399-04:00Ground acceleration for the Tohoku quakeTohoku, by the way, is Japanese for northeast, since that is the part of the island of Honshu where the earthquake occurred. It is also being referred to as the Sendai earthquake, Sendai being the largest big city nearby.<br />
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The primary hazard intrinsically associated with earthquakes is groundshaking. When the elastic energy stored in the crust is released by the earthquake and motion on the fault, the stored energy causes the ground to vibrate, or accelerate back and forth. The figure below from the <a href="http://nsmp.wr.usgs.gov/ekalkan/Tohoku/index.html">USGS</a> shows the peak acceleration in the vicinity of the quake caused by the shaking earth.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdLPhmIuuMSRiWEhqCPcba4fSURTM_5B3C-jZLdVqornxb2390vw6mOuFfZKiYzD7m7ftNB1Yg362-qznoBJIAv3Lm_zB5fo5IflqgcLVRXTHeXkz8Sw6pnn88to8mb39bfuVWu2lY6VY/s1600/Screen+shot+2011-03-21+at+11.21.30+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdLPhmIuuMSRiWEhqCPcba4fSURTM_5B3C-jZLdVqornxb2390vw6mOuFfZKiYzD7m7ftNB1Yg362-qznoBJIAv3Lm_zB5fo5IflqgcLVRXTHeXkz8Sw6pnn88to8mb39bfuVWu2lY6VY/s400/Screen+shot+2011-03-21+at+11.21.30+AM.png" width="400" /></a></div><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdLPhmIuuMSRiWEhqCPcba4fSURTM_5B3C-jZLdVqornxb2390vw6mOuFfZKiYzD7m7ftNB1Yg362-qznoBJIAv3Lm_zB5fo5IflqgcLVRXTHeXkz8Sw6pnn88to8mb39bfuVWu2lY6VY/s1600/Screen+shot+2011-03-21+at+11.21.30+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>The peak ground acceleration in the graph below was almost three times the Earth's gravitational acceleration (g).<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbhY_2wyOk5_BZOyHTlPRwAGOho9KMreaU4wR0ub0PlhEAA4eJIchVYPvK3OlCPDwSWnqn-31FbgouZ1D_3VNUKFGRdmDH5kCIZlS4yFBnHFiMTp1nXXp1iwVcXNO-K4bvVvHaX91LkdM/s1600/Screen+shot+2011-03-21+at+11.27.29+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbhY_2wyOk5_BZOyHTlPRwAGOho9KMreaU4wR0ub0PlhEAA4eJIchVYPvK3OlCPDwSWnqn-31FbgouZ1D_3VNUKFGRdmDH5kCIZlS4yFBnHFiMTp1nXXp1iwVcXNO-K4bvVvHaX91LkdM/s400/Screen+shot+2011-03-21+at+11.27.29+AM.png" width="400" /></a></div><br />
By default, buildings are designed to withstand the vertical acceleration due to gravity, but not necessarily to withstand horizontal ground accelerations of the same magnitude. This is why earthquake-resistant buildings must be designed to deal with. Japan has done a good job with this, so the major damage in the quake was not caused by the groundshaking.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com2tag:blogger.com,1999:blog-4100428215696856631.post-27347588431808941262011-03-20T12:50:00.001-04:002011-03-20T12:50:56.788-04:00Fault movement for the Tohoku Japan earthquakeAt times after major disasters, there is so much information, but so spread out. Harvard has set up the <a href="http://cegrp.cga.harvard.edu/japan/?q=content/home">Japan Sendai Earthquake Portal</a> for data sharing and exchange, with links to other relevant sites. That portal led me to the figure below.<br />
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The figure below, from <a href="http://eqseis.geosc.psu.edu/%7Ecammon/Japan2011EQ/">Penn State</a>, shows co-seismic slip - movement on the fault itself. The red dots are actually locations of the main earthquake and aftershocks. <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://eqseis.geosc.psu.edu/%7Ecammon/Japan2011EQ/theModelAshocksTopo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://eqseis.geosc.psu.edu/%7Ecammon/Japan2011EQ/theModelAshocksTopo.png" width="363" /></a></div><div align="justify" class="style8 style9">From the figure caption: A preliminary comparison of an estimate of coseismic slip (created in collaboration with Thorne Lay at UC Santa Cruz and Hiroo Kanamori at CalTech) with the aftershocks and bathymetry. The rainbow-filled circles show the slip pattern for the Mw 9.0 earthquake. The deeper red circles are the aftershock locations. </div><div align="justify" class="style8 style9"><br />
</div><div align="justify" class="style8 style9">Credit: Rupture model by C. J. Ammon, Penn State, T. Lay, UC Santa Cruz, and H. Kanamori, Caltech. Aftershock data from the US Geological Survey. </div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-22104225137352524442011-03-17T15:47:00.001-04:002011-03-17T15:59:07.500-04:00Thrust faulting for the Japan earthquakeThe images below are taking from a USGS <a href="http://earthquake.usgs.gov/earthquakes/eqarchives/poster/2011/20110311.php">poster </a>on the Japanese earthquake.<br />
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As in the last post, the balloon diagrams are "<a href="http://earthquake.usgs.gov/learn/glossary/?termID=71">fault plane solutions</a>." These are based on the P-waves arriving at different seismic stations, and whether the first pulse of energy is a compression or a dilatation (stretching apart). These patterns reveal the orientation of the fault on which the earthquake occurs, and the nature of the faulting. Note that in the top figure, the boundary between the black and white portions of the balloon diagrams are parallel to the major plate boundary between the Pacific plate (to the east) and the Eurasian pate (to the west). This tells us what the <a href="http://earthquake.usgs.gov/learn/glossary/?term=strike">strike </a>of the fault is. Also, the pattern of black (compressions) and white (dilatations) shown corresponds to a thrust fault occurring on a fault plane shallowly dipping to the northwest, as suggested by the pattern of earthquake locations shown on the second diagram. Thus, we can use seismic waves to tell us what kind of faulting of the Earth's crust occurred 25 km below the surface, even though no one is there to directly observe it.<br />
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjqimpo_X5W-bXWdq6lgtngT_m0XofYEgboHeAnLsS9pMmsv6ExGGMDdgAP52qO24zaVcPX2DEzTXwRrYb33H2ixUjtqtWWdwB74B5BijIIBLTqLKrJh9lQJGyAUVpoVtpPEbZ_UaDjck/s1600/Capture1.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjqimpo_X5W-bXWdq6lgtngT_m0XofYEgboHeAnLsS9pMmsv6ExGGMDdgAP52qO24zaVcPX2DEzTXwRrYb33H2ixUjtqtWWdwB74B5BijIIBLTqLKrJh9lQJGyAUVpoVtpPEbZ_UaDjck/s400/Capture1.GIF" width="400" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtDiIjnWFUarKfUy74zhlQCC8PofYYvCksxVzh5AzsbCXIcUDdrFSUeHGReQdx5L7de38Pj_SJhNv1jpc6pk6sWLPJdq0LNsBQqf1kpdKflK1BGGcDv8F97BCuf1xVWnZx-vNXeWWiRfE/s1600/Capture2.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtDiIjnWFUarKfUy74zhlQCC8PofYYvCksxVzh5AzsbCXIcUDdrFSUeHGReQdx5L7de38Pj_SJhNv1jpc6pk6sWLPJdq0LNsBQqf1kpdKflK1BGGcDv8F97BCuf1xVWnZx-vNXeWWiRfE/s400/Capture2.GIF" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-50015040303307197592011-03-17T08:16:00.000-04:002011-03-17T08:16:13.857-04:00Slip of almost 50 meters for Japan quakeThe figure below from the <a href="http://www.geol.ucsb.edu/faculty/ji/big_earthquakes/2011/03/0311_v2/Honshu_2.html">University of California at Santa Barbara</a> shows a maximum <a href="http://earthquake.usgs.gov/learn/glossary/?term=slip">slip </a>of almost 50 meters (165 feet) on the fault accompanying the Japan earthquake. The star shows the epicenter of the main shock. Red dots are the aftershocks (M>3). The black line indicates the major plate boundary<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://www.geol.ucsb.edu/faculty/ji/big_earthquakes/2011/03/0311_v2/result_c2/Honshu_position.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://www.geol.ucsb.edu/faculty/ji/big_earthquakes/2011/03/0311_v2/result_c2/Honshu_position.png" width="328" /></a></div><br />
Oher interesting resources for this event, some of which I will return to, are referred to from the <a href="http://www.iris.edu/hq/retm">IRIS </a>web page.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0tag:blogger.com,1999:blog-4100428215696856631.post-28431300429670311262011-03-16T18:57:00.003-04:002011-03-16T20:48:07.706-04:00Animation of Japan foreshocks-main shock-aftershocksThis animation from <a href="http://www.youtube.com/watch?v=xylDxj6-9dY&feature=player_embedded">YouTube </a>showns the main shock at 1:16, with both preceding foreshocks and succeeding aftershocks. Because the energy release increases by a factor of 27.5 with each step in magnitude, most of the energy is released by the main shock.<br />
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Beware if you are in the library: music is included. <br />
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You can get a sense of all that activity by looking at the lists at the <a href="http://earthquake.usgs.gov/earthquakes/recenteqsww/Quakes/quakes_big.php">USGS/NEIC</a> website.Rob Sternberghttp://www.blogger.com/profile/01612449964830289194noreply@blogger.com0