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Xavier Andrade edited photoemission2.tex
over 9 years ago
Commit id: 1beec40f674ab8b923e1fec1630fbe1af86d1df3
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in $B$.
It is the time-evolution operator associated with the Hamiltonian $\hat{H}_{\rm v}$ describing free electrons in
an oscillating field.
Given a time dependent vector field
$\vec{\mathrm{A}}(t)$, $\vec{{A}}(t)$, the Hamiltonian
$\hat{H}_{\rm
v}=\frac{1}{2}(-i\vec{\nabla}-\frac{\vec{\mathrm{A}}(t)}{c})^2$ v}=\frac{1}{2}(-i\vec{\nabla}-\frac{\vec{{A}}(t)}{c})^2$ expressed in the velocity gauge is diagonal in
momentum and can be naturally applied to $\phi^B_i(\vec{k},t)$.
For all systems that can be described by a Hamiltonian such that $\hat{H}(\vec{r},t)=\hat{H}_{\rm v}(\vec{r},t)$