论文信息 - An algorithm for solving multidimensional inverse heat conduction problem

An algorithm for solving multidimensional inverse heat conduction problem

Abstract The unknown time-dependent boundary heat flux of a multidimensional body is determined from temperature measurements inside the body or on its boundary. The sequential function specification method with the assumption that future-boundary heat flux varies linearly with time is used to solve the inverse problem. The method of discretization used by the proposed algorithm is the boundary element method. The effectiveness of the algorithm is illustrated by solving a sample two-dimensional problem.

Somchart Chantasiriwan | S. Chantasiriwan

[1] A GENERAL SPACE MARCHING ALGORITHM FOR THE SOLUTION OF TWO-DIMENSIONAL BOUNDARY INVERSE HEAT CONDUCTION PROBLEMS , 1998 .

[2] Somchart Chantasiriwan,et al. Comparison of three sequential function specification algorithms for the inverse heat conduction problem , 1999 .

[3] Khalil Khanafer,et al. Two dimensional steady-state inverse heat conduction problems , 1998 .

[4] James V. Beck,et al. Numerical Solution of the General Two-Dimensional Inverse Heat Conduction Problem (IHCP) , 1997 .

[5] J Taler,et al. Solution of inverse heat conduction problems using control volume approach , 1999 .

[6] W. Marquardt,et al. AN OPTIMAL SOLUTION TO INVERSE HEAT CONDUCTION PROBLEMS BASED ON FREQUENCY-DOMAIN INTERPRETATION AND OBSERVERS , 1997 .

[7] NEW SPACE-MARCHING METHOD FOR SOLVING INVERSE BOUNDARY PROBLEMS , 1998 .

[8] B. Blackwell,et al. Inverse Heat Conduction: Ill-Posed Problems , 1985 .

[9] T. J. Martin,et al. Inverse determination of steady heat convection coefficient distributions , 1998 .

[10] Derek B. Ingham,et al. Application of the boundary element method to inverse heat conduction problems , 1996 .

[11] L. Eldén,et al. Solving an inverse heat conduction problem by a `method of lines' , 1997 .

[12] P. K. Banerjee,et al. Boundary element methods in engineering science , 1981 .