Identification of unknown boundary shape of rotationally symmetric body in steady heat conduction via bem and filter theories

Tanaka, Michihiko; Matsumoto, Toshiro; Oida, Shoji

doi:10.1016/b978-008043319-6/50016-9

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Determining the Inside Lining Of An Iron Making Furnace1

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“…We finally remark that the same practical problem was also treated in [TMO98] for the simple case of a constant heat conductivity; instead of Tikhonov regularization, Kalman filtering was used there.…”

Section: Determining the Inside Lining Of An Iron Making Furnacementioning

confidence: 98%

Nonlinear Inverse Problems: Theoretical Aspects and Some Industrial Applications

Engl

Kügler

2005

Mathematics in Industry

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Section: Determining the Inside Lining Of An Iron Making Furnacementioning

confidence: 98%

Nonlinear Inverse Problems: Theoretical Aspects and Some Industrial Applications

Engl

Kügler

2005

Mathematics in Industry

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Inverse problems and their regularization

Engl

2000

Lecture Notes in Mathematics

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A combined use of experimental design and Kalman filter-bem for identification of unknown boundary shape for axisymmetric bodies under steady-state heat conduction

Tanaka

Matsumoto

Yano

2000

Inverse Problems in Engineering Mechanics II

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Identification of unknown boundary shape of rotationally symmetric body in steady heat conduction via bem and filter theories

Cited by 5 publications

References 0 publications

Nonlinear Inverse Problems: Theoretical Aspects and Some Industrial Applications

Nonlinear Inverse Problems: Theoretical Aspects and Some Industrial Applications

Inverse problems and their regularization

A combined use of experimental design and Kalman filter-bem for identification of unknown boundary shape for axisymmetric bodies under steady-state heat conduction

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