The temperature dependence of lattice-scattering mobility in germanium is determined from conductivity. It is found to be T^-1.66 for electrons and T^-2.33 for holes. The result for holes suggests that the valence band is not at the center of the Brillouin zone. The ratio Hall mobility/conductivity mobility is also determined. It is found to be constant with temperature at {~}1.05 for electrons. The ratio for holes shows significant temperature dependence. This suggests that the valence band is composed of multiple surfaces of minimum energy.
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François Morin (1954) studied this question.
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