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Mathematical model of temperature autostabilization in a cellular fabric

Annotation

The mathematical model of temperature autostabilization in a cellular fabric with the distributed parameters is developed. The model includes the equations for calculation of temperature, concentration of a substratum and the dissolved oxygen, added with corresponding boundary conditions. Differential schemes for solution of the given system of the equations are made.

Keywords

mathematical model; autostabilization; system of the differential equations; differential scheme

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UDC

519.95

Pages

284-286

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