Analysis of the radiative-conductive heat transfer equations with unknown intensity of heat sources

机译：热源强度未知的辐射传导换热方程分析

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An inverse problem of the inhomogeneous complex heat transfer model is considered. Heat sources are unknown, but the averaged temperatures over disjoint domains containing the sources are given. The inverse problem is to find the intensities of the heat sources and a corresponding solution of the inhomogeneous boundary-value problem. The main result is an uniqueness theorem for the considered problem.

机译：考虑了非均匀复杂传热模型的反问题。热源是未知的，但是给出了包含热源的不相交区域的平均温度。反问题是找到热源的强度以及不均匀边值问题的相应解决方案。主要结果是所考虑问题的唯一性定理。

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来源
《Progress In Electromagnetics Research Symposium - Spring》|2017年|1359-1361|共3页
会议地点 St. Petersburg(RU)
作者
A. A. Astrakhantseva; A. Yu. Chebotarev; A. E. Kovtanyuk;
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作者单位

Far Eastern Federal University Vladivostok Russia;

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Mathematical model; Heat transfer; Inverse problems; Heating systems; Nonhomogeneous media; Electromagnetics; Springs;

机译：数学模型;传播热量;反问题；加热系统；非均匀介质；电磁学泉水;

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Analysis of the radiative-conductive heat transfer equations with unknown intensity of heat sources

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