Analysis of Unsteady State Problems of Nonlinear Heat Conduction Materials : 1st. Report: One-dimensional Exponential Models of x = constant

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概要

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• Development of the new engineering materials such as ceramics, amorphous semiconductors, synthetic polymers, extreme-low and high temperature resisting materials, etc. has made it more and more important to analyze the unsteady non-linear heat conduction problems concerning these materials. This paper deals with two cases of one-dimensional exponential models of x=constant: (1) λand cρ are functions of coordinate x (model A) and (2) λand cρare functions of temperature T (model B). The transient features of heat transfer for both models have been mathematically analyzed and numerically calculated according to exact solutions.

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著者

• Kawashimo Kensuke

  Tokyo Institute Of Technology

• NEMOTO Eizi

  Ibaraki College of Technology

関連論文

• Photo-electric Temperature Measurement using Mie's Scattered Light Phenomenon : 1st Report, Theoretical Consideration
• A Mathematical Analysis of Non-linear Unsteady Heat Conduction : 1st Report, General Fundamental Idea
• Irreversible Thermodynamical Structure of Heat Conduction
• Analysis of Unsteady State Problems of Nonlinear Heat Conduction Materials : 1st. Report: One-dimensional Exponential Models of x = constant
• Analysis of Heat Condition Fields with Moving Boundary

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