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That's the wrong approach. You have to learn the math first. You cannot even talk about physics without this math. Of course, muons are accelerated due to gravity of the Earth, but you can safely neglect the effects of gravity of the Earth in HEP physics. It's way too weak to have an important impact on the particles.Edem said:Sorry, but I don't know the math and can't follow it. So, at this point I'm trying only to understand the concept, not the mathematical formulas used to derive precise predictable quantities.
The muons in above example are accelerating (exposed to g force). So their dilation is due to time dilation as described by GR.
Of course, there are exceptions to this rule, as the beautiful example of the measurement of the energy levels of neutrons in the gravitational potential of the Earth (note that this is in the Newtonian approximation) above a reflecting surface, but that's of course physics of ultra-low energetic neutrons. Here is a diploma thesis on the subject:
http://www.pi.uni-hd.de/Publications/dipl_krantz.pdf