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H Planck s constant

B a proportionality constant, h Planck s constant, and co the frequency. Tauc has argued that the density of states near the band edges has a square-root dependence on energy, as is the case for crystalline semiconductors [75]. This results in p = = 1/2. Thus, extrapolating... [Pg.9]

The number k is more than just a simple number to designate a wave function. According to the de Broglie equation, p = h/X, every electron can be assigned a momentum p (h = Planck s constant), k and the momentum are related ... [Pg.91]

The thermal energy of an Einstein oscillator is k0e where k = Boltzman s constant, and 0e is the Einstein temperature. The mechanical energy of the oscillator is h0e/2jr where h = Planck s constant. [Pg.133]

Another property that is related to chemical hardness is polarizability (Pearson, 1997). Polarizability, a, has the dimensions of volume polarizability (Brinck, Murray, and Politzer, 1993). It requires that an electron be excited from the valence to the conduction band (i.e., across the band gap) in order to change the symmetry of the wave function(s) from spherical to uniaxial. An approximate expression for the polarizability is a = p (N/A2) where p is a constant, N is the number of participating electrons, and A is the excitation gap (Atkins, 1983). The constant, p = (qh)/(2n 2m) with q = electron charge, m = electron mass, and h = Planck s constant. Then, if N = 1, (1/a) is proportional to A2, and elastic shear stiffness is proportional to (1/a). [Pg.194]

FK Force of repulsion, N g Standard gravitational acceleration, 9.8067 meters/sec2 G Mass velocity, (kg)/(meter2)(sec) Gde Mass deposition rate due to electrostatic forces, (kg)/(meter2)(sec) Gdg Mass deposition rate due to gravity, (kg)/(meters 2)(sec) h Planck s constant =... [Pg.88]


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See also in sourсe #XX -- [ Pg.12 , Pg.20 ]




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