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Part b An electron in a perfect crystal
The Dynamics of an Electron in a Perfect Crystal
Group theory and electronic states in perfect crystals
12 other sections not shown
acceptors act as basis approximation assumed atom basis functions Bloch functions boundary conditions Bravais lattice Brillouin zone calculation character table coefficients components conduction band consider constant coordinates corresponding crystal cyclotron resonance defined degenerate degenerate energy level denoted density diagonal direct lattice donors effective mass eigenfunctions eigenvalues eigenvectors electric field electrons and holes energy band energy level expression Fourier free electron frequency given gives Green's function Hamiltonian Hence impurity InSb InSb structure integral irreducible representation k-space lattice points lattice vector magnetic field matrix elements normal obtained operator P. T. Landsberg particle periodic potential perturbation phonon Phys plane point group point group D3 positive problem reciprocal lattice recombination result rotation satisfies scalar scattering Schrodinger equation semiconductor Show solid solution space group space-charge region spin spin-orbit temperature theorem theory tion unit cell valence band values velocity voltage wave wave-vector wavefunction write written zero