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Landau Energy Spectrum in the non-relativistic limit
At non-relativistic limit, m>>p so let p=0 At non-relativistic limit m>>w, So factorise out m^2 from the square root to get: m*sqrt(1+2w(n+1/2)/m) Taylor expansion identity for sqrt(1+x) for small x gives: E=m+w(n+1/2) but it should equal E=p^2/2m +w(n+1/2), so how does m transform into p^2/2m?- desperate_student
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- Dirac equation Energy Klein gordon equation Landau Limit Quantom physics Relativistic energy Spectrum
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- Forum: Advanced Physics Homework Help