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Variational estimates of the parameters of a thermal explosion of a stationary medium in an arbitrary domain

机译:任意域内固定介质热爆炸参数的变分估计

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摘要

The variational formulation of the nonlinear problem of steady heat conduction in an arbitrary configuration domain is applied to investigate the conditions for the existence of a steady-state temperature distribution in a stationary medium with the intensity of volumetric energy release rising with increasing temperature. Based on the relations of the time-independent theory of thermal explosion, a variational model of this phenomenon is constructed, which makes it possible to obtain estimates of the critical values of the parameters that determine the temperature state of the medium preceding the thermal explosion. The examples of a comparative analysis of such values for a solid and a hollow cylinder of finite length are given. (C) 2019 Elsevier Ltd. All rights reversed.
机译:运用任意构型域中稳态导热非线性问题的变分公式,研究了随着温度升高,体积能释放强度逐渐增加的固定介质中稳态温度分布的存在条件。基于与时间无关的热爆炸理论的关系,构造了此现象的变体模型,这使得可以获得确定热爆炸之前介质温度状态的参数的临界值的估计成为可能。给出了有限长度的实心圆柱和空心圆柱的此类值的比较分析示例。 (C)2019 Elsevier Ltd.保留所有权利。

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