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ASYMPTOTIC STABILITY IN A LINEAR THERMOELASTIC ROD WITH A NATURAL BOUNDARY CONDITION

ASYMPTOTIC STABILITY IN A LINEAR THERMOELASTIC ROD WITH A NATURAL BOUNDARY CONDITION
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摘要 We examine the asymptotic stability of solution to a pair of coupled linear partial differential equations which describe the temperature distribution and displacement within a one-dimensional thermoelastic with a natural boundary condition. Finally,we set forth a kind of idea and method to Hansen’s conjection (sce[1]). We examine the asymptotic stability of solution to a pair of coupled linear partial differential equations which describe the temperature distribution and displacement within a one-dimensional thermoelastic with a natural boundary condition. Finally,we set forth a kind of idea and method to Hansen's conjection (sce[1]).
作者 黄永忠
出处 《内江师范学院学报》 1994年第4期1-4,共4页 Journal of Neijiang Normal University
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