From:
_http://tremor.nmt.edu/faq/how.html_ (http://tremor.nmt.edu/faq/how.html) 
 
"  
A wave one millimeter (1000 microns) high on a seismogram would have a  
magnitude of 3 because 1000 is ten raised to the third power. In contrast, a  
wave ten millimeters high would have a magnitude of 4. For reasons that we 
won't  go into, a factor of 10 change in the wave height corresponds to a 
factor of 32  change in the amount of energy released during the earthquake. In 
other words, a  magnitude 7 earthquake would produce seismogram waves 10 x 
10 = 100 times as  high and release energy 32 x 32 = 1024 times as great as a 
magnitude 5  earthquake.  
The Richter scale is open-ended, meaning there is no limit to how small or  
large an earthquake might be. Due to the nature of logarithms, it is even  
possible to have earthquakes with negative magnitudes, although they are so  
small that humans would never feel them. At the other end of the spectrum, 
there  should never be an earthquake much above magnitude 9 on the Earth 
simply because  it would require a fault larger than any on the planet. The 
largest earthquake  ever recorded on Earth was a magnitude 9.5 that occurred in 
Chile in 1960,  followed in size by the 1964 Good Friday earthquake in 
Alaska (magnitude 9.2), a  magnitude 9.1 earthquake in Alaska during 1957, and 
a 
magnitude 9.0 earthquake  in Russia during 1952. Two large earthquakes, one 
a magnitude 9.0 and one a  magnitude 8.2, occurred on Dec. 26, 2004 and 
March 28, 2005, respectively, along  the same fault zone off the coast of 
Sumatra, Indonesia."
 
I hope that clears things up - but it may not.
 
-William
 
 
In a message dated 3/11/2011 8:24:08 A.M. Eastern Standard Time,  
hpi...@me.com writes:

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The  energy release of an earthquake, which closely correlates to its 
destructive  power, scales with the 3⁄2 power of the shaking amplitude. Thus, a 
difference  in magnitude of 1.0 is equivalent to a factor of 31.6 ( = 
(101.0)(3 / 2)) in  the energy released; a difference in magnitude of 2.0 is 
equivalent to a  factor of 1000 ( = (102.0)(3 / 2) ) in the energy  released.
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But  in Japan there was a 7.2 quake two days ago, three shocks yesterday & 
42  shocks today between 05:46 A.M. & 01:49 P.M. local Munich time, means  
02:46 P.M. and 11:46 P.M. in Tokyo.

But news did not talk about  yesterdays heavy quake in Yuennan SW China 
with 25 dead & over 250  injured, but CCTV9 broadcasted the Japan disaster for 
several hours in their  English program.

Somebody out there to explain the above calculation in  simplified words, 
please  ?

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Am  11.03.2011 um 13:49 schrieb William Gross:

> This is a major  disaster for Japan, with tsunami affecting the 
Philippines.
> Warnings  have gone out to Gaum, Hawaii, Indonesia and the US West Coast.
>  
> Early reports have it as an 8.9, by comparision the Northridge EQ  that 
his
> the LA area in 1994 was a 6.7.  This equake is about 100  times more
> powerful.
> 
> On Fri, Mar 11, 2011 at 6:25 AM,  Lawrence Yates 
<yateslawre...@gmail.com>wrote:
> 
>> I've  just heard that the BBC Philharmonic Orchestra (based here in
>>  Mancheter)  who are on tour in Japan at the moment are safe after  the
>> earthquake.  Apparently they were going across a bridge  in their coach 
when
>> the earthquake struck.
>>  
>> Lawrence
>> 
>> 
>> 
>>  --
>> Lawrenceyates.co.uk  <http://lawrenceyates.co.uk/>
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