![$ \Psi$](img42.png) |
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time-dependent wave function |
![$ \psi$](img43.png) |
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time-independent wave function |
![$ \vec{v}_{n}$](img44.png) |
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electron velocity in band ![$ n$](img45.png) |
![$ u_{n}$](img46.png) |
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Bloch's envelope wave function |
![$ \vec{P}$](img47.png) |
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momentum |
![$ \vec{p}$](img48.png) |
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quasi-momentum |
![$ \varepsilon$](img49.png) |
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dielectric function |
![$ \boldsymbol{\varepsilon}$](img50.png) |
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strain tensor |
![$ m^{-1}$](img5.png) |
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inverse effective mass tensor |
![$ \beta_{s}$](img51.png) |
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inverse screening length |
![$ \beta $](img4.png) |
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the second Euler angle |
![$ \alpha $](img3.png) |
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the first Euler angle, nonparabolicity parameter |
![$ \gamma $](img25.png) |
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the third Euler angle, band-form function |
![$ f$](img52.png) |
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phase space distribution function |
![$ \vec{K}(t)$](img53.png) |
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phase space trajectory |
![$ S(\vec{k}^{'}, \vec{k}, \vec{r}, t)$](img54.png) |
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differential scattering rate from
to ![$ \vec{k}$](img56.png) |
![$ \lambda(\vec{k})$](img57.png) |
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total scattering rate |
![$ \Xi$](img58.png) |
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deformation potentials |
![$ E_{f}$](img59.png) |
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Fermi energy |
![$ E_{s}$](img60.png) |
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static electric field |
![$ E_{1}$](img61.png) |
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perturbation of the electric field |
![$ f_{s}$](img62.png) |
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static distribution |
![$ f_{1}$](img63.png) |
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perturbation of the electronic distribution |
![$ Q$](img64.png) |
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scattering term |
![$ \epsilon(\vec{k})$](img65.png) |
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dispersion law |
![$ \hat{H}$](img66.png) |
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Hamiltonian operator |
![$ \mathcal{H}$](img67.png) |
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Hamiltonian function |
![$ \vec{H}$](img68.png) |
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external magnetic field |
![$ \vec{A}$](img69.png) |
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vector potential |
![$ \vec{E}$](img70.png) |
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external electric field |
![$ \vec{F}$](img71.png) |
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total external force |
![$ \sigma_{ik}$](img72.png) |
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stress tensor components |
![$ \Omega$](img73.png) |
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thermodynamic potential |
![$ \mu$](img74.png) |
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chemical potential, mobility |
![$ \omega(\vec{k})$](img75.png) |
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dispersion law for phonons |
![$ \tau$](img76.png) |
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relaxation time |
![$ f_{eq}$](img77.png) |
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equilibrium distribution |
![$ L$](img11.png) |
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Lagrangian function |
![$ \vec{u}$](img78.png) |
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atomic displacement |
![$ a_{\vec{q}}$](img79.png) |
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annihilation operator for a phonon with wave vector ![$ \vec{q}$](img80.png) |
![$ a_{\vec{q}}^{+}$](img81.png) |
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creation operator for a phonon with wave vector ![$ \vec{q}$](img80.png) |
![$ c_{\vec{k}}$](img82.png) |
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annihilation operator for an electron with wave vector ![$ \vec{k}$](img56.png) |
![$ c_{\vec{k}}^{+}$](img83.png) |
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creation operator for an electron with wave vector ![$ \vec{k}$](img56.png) |
![$ I_\mathrm{ov}$](img84.png) |
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overlap integral |
![$ u_{s}$](img85.png) |
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sound velocity |
![$ D_{A}$](img86.png) |
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acoustic deformation potential |
![$ D_{o}$](img87.png) |
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optical deformation potential |
![$ \omega_{o}$](img88.png) |
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optical phonon energy |
![$ T_{L}$](img89.png) |
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lattice temperature |
![$ \omega_{pl}$](img90.png) |
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plasmon frequency |
![$ \vec{q}_{c}$](img91.png) |
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cut-off wave vector |
![$ \mathcal{F}$](img92.png) |
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Fermi integrals |
![$ G$](img93.png) |
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screening function |
![$ \vec{b}$](img94.png) |
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Burger's vector |