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In this page, I investigate a quantum mechanics of a Dirac particle represented by a wave function obeying the Dirac equation: [iγ^{μ}∂_{μ}  eγ^{μ}A_{μ}(x)  m]ψ(x) = 0. iγ^{0}∂_{0}ψ(x) = [iγ^{k}∂_{k} + eγ^{μ}A_{μ}(x) + m]ψ(x) i∂_{0}ψ(x) = γ^{0}[iγ^{k}∂_{k} + eγ^{μ}A_{μ}(x) + m]ψ(x) This equation has the same form as the form of Schrodinger equation of three dimensional quantum mechanics with spin. So I can easily make Uda equation of the Dirac equation by the same manner as the manner used when I made the first Uda equation. 

Author Yuichi Uda, Write start at 2019/04/24/15:45JST, Last edit at 2019/04/24/16:26JST  






