Numerical estimation of stability of heat conductivity difference equations for layer medium

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The stability problem of heat conductivity difference equations at layer media is discussed. The estimation of stability accuracy is carried out on the basis of result analysis of heat conductivity numerical solution in depend on material characteristics and space cell size.

Heat conductivity, finite differences approximation, boundary value problem, stability, model of solution, perfect heat exchange, non perfect heat exchange, fourier's parameter, bio's parameter

Короткий адрес: https://sciup.org/148205466

IDR: 148205466

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