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hw6_p5405_f07 - F μν What equation does Ψ have to...

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HW 6 Phys5405 f07 due 10/18/2007 1) Show E · B and B 2 - E 2 /c 2 are Lorentz Invariants 2) JDJ 11-13. 3) JDJ 11-14 part b only 4) JDJ 11-15 5) Show that the 4-vector potential A μ is not unique, by showing the 4-vector potential, A μ = A μ + Ψ ∂r μ , gives the same
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Unformatted text preview: F μν . What equation does Ψ have to satisfy in order that you can work with an A μ that satisfies, ∇ · A = 0 or ∇ · A + 1 c 2 ∂ Φ ∂t = 0, even if A μ doesn’t have these properties. 1...
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