Release Time:2022-09-19  Hits:

Date of Publication: 2005-01-01

Journal: 计算物理

Issue: 5

Page Number: 417-424

ISSN: 1001-246X

Abstract: We present a general numerical model for the hyperbolic inverse heat conduction problem with multi-variables, which includes thermal parameters and boundary conditions. A finite element numerical model is developed to formulate a direct problem and a discrete algorithm in the time domain is used for transient analysis. Including material inhomogeneity and distributive parameters, a least-square optimal model is developed for the inverse problem. A conjugate gradient method is adopted.Measurement errors and different time step are used to identify the parameters. Numerical validations are shown.

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