Put in the solution, (x, t) = Nei(p-x-Et) into the Klein-Gordon Equation to verify that it satisfies the Einstein Energy Momentum Relation.
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- Consider an ultrahigh-energy cosmic ray entering the Earth’s atmosphere (some have energies approaching a joule).Construct a problem in which you calculate the energy of the particle based on the number of particles in an observed cosmic ray shower. Among the things to consider are the average mass of the shower particles, the average number per square meter, and the extent (number of square meters covered) of the shower. Express the energy in eV and joules.Under the right circumstances, a photon of high enough energy can give rise to an electron-positron pair. What minimum energy photon is required?The Σ* particle has a rest energy of 1385 MeV and a lifetime of 2.0 × 10-23 s. What would be a typical range of outcomes of measurements of the Σ* rest energy?