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Matrix Methods for the Approximate Treatment of One-Dimensional Heat Conduction Problems


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1 Budapest XI, Somloi ut, 56, Hungary
     

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The paper illustrates a matrix method which is believed to be a new approach to the problem of calculating transient and steady state temperature distributions in one-dimensional domains. The method described may be advantageously applied in cases where the thermal conductivity is a given function cf the coordinate x.
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  • Matrix Methods for the Approximate Treatment of One-Dimensional Heat Conduction Problems

Abstract Views: 219  |  PDF Views: 0

Authors

V. Lovass-Nagy
Budapest XI, Somloi ut, 56, Hungary

Abstract


The paper illustrates a matrix method which is believed to be a new approach to the problem of calculating transient and steady state temperature distributions in one-dimensional domains. The method described may be advantageously applied in cases where the thermal conductivity is a given function cf the coordinate x.