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- W2040562202 abstract "Abstract The anisotropy in the electrical conductivity (σ) and in the phonon-drag component of the thermoelectric power ( S g ) is explained qualitatively on the basis of a simplified model. The Fermi surface is taken as a sphere in extended momentum space, except in the vicinity of the (211) and (220) Brillouin zone-boundaries. The sphere is divided into segments by the various zone-boundaries of non-vanishing structure factor. It is assumed that only those regions contribute to the conduction properties which form large undivided segments. Only those zone-boundaries are considered, whose inverse lattice vector have a component in the flow direction. The conductivity is proportional to the surface integral of cos 2 θ, where θ is the angle relative to the current flow; S g is proportional to the surface integral of cos θ sin θ, with a sign determined by the direction of the nearest effective zone-boundary or of the line θ = τ /2. It is found that the value of σ, relative to that for a free electron sphere, is 0.26 in the c -direction, 0.33 perpendicular to it. The values of S g , relative to a value of - 1 for the complete sphere, are +0.23 in the c -direction and -0.45 perpendicular to it. The model is thus in qualitative agreement with observed properties, but underestimates the magnitude of S g by a factor of about 3." @default.
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- W2040562202 date "1964-07-01" @default.
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- W2040562202 title "Anisotropic conduction properties and zone structure of tin" @default.
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- W2040562202 doi "https://doi.org/10.1016/0031-8914(64)90096-5" @default.
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