On a problem in heat conduction.

被引：0

作者：

Tranter, CJ

机构：

来源：

PHILOSOPHICAL MAGAZINE | 1944年 / 35卷 / 241期

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D O I：

暂无

中图分类号：

T [工业技术];

学科分类号：

08 ;

摘要：

引用

页码：102 / 105

页数：4

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[1] Note on a problem in heat conduction.
Woolley, HW
[J]. PHILOSOPHICAL MAGAZINE, 1939, 27 (185): : 706 - 708
[2] ON THE NONIDEALLY ASSOCIATED PROBLEM OF HEAT CONDUCTION.
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[J]. Power engineering New York, 1981, 19 (05): : 113 - 120
[3] SOLUTION OF THE INVERSE COEFFICIENT PROBLEM OF HEAT CONDUCTION.
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[J]. Journal of Engineering Physics (English Translation of Inzhenerno-Fizicheskii Zhurnal), 1982, 43 (04): : 1148 - 1154
[4] MOVING BOUNDARY PROBLEM IN HYPERBOLIC HEAT CONDUCTION.
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[J]. Revue roumaine des sciences techniques. Serie de mecanique appliquee, 1987, 32 (02): : 177 - 187
[5] On the proportion of heat conduction to electrical conduction.
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[J]. PHYSIKALISCHE ZEITSCHRIFT, 1907, 8 : 237 - 239
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[J]. Siemens Forschungs- und Entwicklungsberichte/Siemens Research and Development Reports, 1973, 2 (02): : 92 - 97
[8] SOLUTION OF NONLINEAR INVERSE PROBLEMS OF HEAT CONDUCTION.
Aleksashenko, A.A.
[J]. Power engineering New York, 1980, 18 (02): : 147 - 152
[9] ELEMENTARY STEADY-STATE HEAT CONDUCTION.
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[J]. AIChEMI Modular Instruction, Series C: Transport, 1983, 4 : 12 - 19
[10] REGULARIZATION OF SOLUTIONS OF INVERSE PROBLEMS OF HEAT CONDUCTION.
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[J]. Heat Transfer - Soviet Research, 1973, 5 (04): : 163 - 169

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