Can anyone tell me this? Log scales make sense when differences at the "normally" low end count more than differences at the "normally" high end. For example, if you are comparing ratios of substances in a mixture, then the difference between a ratio of 4 to 1 and a ratio of 3 to 1 for substance x as compared to substance y is obviously
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My other conjecture is that it has something to do with the frequency of earthquakes of various magnitudes. Earthquakes in the 3 range are much more common than earthquakes in the 4 range, but if you measured in terms of total energy, then no matter what units you use, you'd have only a small minority of earthquakes within a factor of 100 of each other.
Using a doubly-logarithmic scale might bring it closer to a uniform distribution along the scale, but of course at the expense of making really tiny differences in the value at the high end mean a huge amount.
As a side note, it seems cosmically unfair to me that the country that is facing the worst accidental nuclear disaster of all time apart from Chernobyl is also the country that received the worst intentional nuclear disasters of all time, despite their generally good engineering and safety skills.
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It could also be the frequency of occurrence thing, but again, I don't really see how that is amazingly relevant. I think I kinda see your point about using a doubly logarithmic scale, although, of course, that could be justified if (which, again, I am completely ignorant of), there is some sort of critical point at the high end that does, in fact, really magnify the scale of destruction (this does not seem intuitively implausible).
Finally, you are completely right that this cosmically unfair in the "god is a bastard" sense.
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But I had not heard of the Mercalli intensity scale you mention. It does seem fairly subjective.
That doesn't mean it fails! But it does mean that there seems to be a good reason to get rid of the Richter scale (at least for journalism purposes) and figure out a "destruction" scale or something, which is what we care about non-qua geologists.
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