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- W1573204208 abstract "We study the effective heat conductivity of regular arrays of perfectly conducting spheres embedded in a matrix with the unit conductivity. Quasifractional approximants allow us to derive an approximate analytical solution, valid for all values of the spheres volume fraction φ ∈[0; φ max ] ( φ max is the maximum limiting volume of a sphere). As the bases we use a perturbation approach for φ →0 and an asymptotic solution for φ → φ max . Three different types of the spheres space arrangement (simple, body and face-centred cubic arrays) are considered. The obtained results give a good agreement with numerical data." @default.
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- W1573204208 date "2000-01-03" @default.
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- W1573204208 title "Quasifractional approximants for effective conductivity of regular arrays of spheres" @default.
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