Physics of Everyday Phenomena
Physics of Everyday Phenomena
9th Edition
ISBN: 9781260048469
Author: Griffith
Publisher: MCG
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Chapter 21, Problem 2CQ
To determine

Whether we consider the protons to be elementary particles that do not have any underlying structure and explain the reason.

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1. If a proton is moving at very high speed, so that its kinetic energy is much greater than its rest energy (mc²), can it then decay via p →n + n+? 2. What would an “antiatom," made up of the antiparticles to the constituents of normal atoms, consist of? What might happen if antimatter, made of such antiatoms, came in contact with our normal world of matter?
1. The tau lepton has a mass of ~2 GeV/c² and lives on average for 3x10-¹3s. If you try to measure its mass (i.e. rest energy), what is the best precision that you can obtain? The Z boson has a mass of ~90 GeV/c² and lives on average for 3x10-25 s. If you try to measure its mass, what is the best precision that you can obtain?
Consider the function p = r" exp (-ur) where r = Vx2 + y? + z2 is the radial distance and n is an integer. For what value(s) of n is p a solution to the Klein-Gordon equation for a particle of mass u? Choose 1 option. O a. n = 1 and n = 2 O b. n = 1 O C.n = 2 O d. n = 0
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