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μ

μμ

μ

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Scientists from the LHC's Compact Muon Solenoid detector has now totted up all of the resulting particle interactions.
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So you should be able to calculate what the friction coefficient is using the equation tangent alpha equals mu s.
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Well, in that case, mu A naught or sorry, A mu A in the liquid phase, mu A star is mu A naught in the gas phase.
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IceCube can also detect more local neutrinos and muons that originate from cosmic rays striking Earth's atmosphere.
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There are three types of neutrinos: electron neutrinos, muon neutrinos and tau neutrinos.
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And that's equal to mu A star A* of the pure liquid at point beta.
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At our temperature and pressure, it's given by mu naught in the gas phase.
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The static friction at point Q-- we'll simply call that mu.
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The most familiar lepton is the humble electron, though other, more exotic particles such as muons and taus also fall in this category.
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A I've got mu A pure temperature T pressure p total, RTlogx plus a term. Plus RT log xA.
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The theory is that when a muon encounters a gas molecule, it can knock off an electron, leaving a positively charged ion in its wake.
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Well, the initial MiniBooNe experimental run used a muon neutrino beam, whereas the original LSND experiment used a muon antineutrino beam;

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