A LIAPUNOV FUNCTION FOR THE INITIAL-BOUNDARY VALUE PROBLEM MODELLING THE MICROWAVE HEATING AND ITS CONSEQUENCES ON THE FORMATION OF HOT-SPOTS.

Autor:	CIMATTI, G.
Předmět:	MICROWAVE heating LYAPUNOV functions BOUNDARY value problems INITIAL value problems STABILITY constants
Zdroj:	Le Matematiche; 2023, Vol. 78 Issue 1, p97-110, 14p
Abstrakt:	We prove that if the electricconductivity σ is grater than the adsorpbidity q and the condition of perfect insulation holds on the boundary of the specimen heated, the functional ... dx (1) is a Liapunov function for the initial boundary value problem modelling the microwave heating. If σ and q are constants the formation of hotspots is impossible. [ABSTRACT FROM AUTHOR]
Databáze:	Complementary Index
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