By Vyacheslav S. Vikhrenko
ISBN-10: 9533074043
ISBN-13: 9789533074047
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Extra info for HEAT CONDUCTION – BASIC RESEARCH
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1995), Inverse Thermal Problems, Computational Mechanics Publications, ISBN 1 85312 276 9, Southampton, UK Lorentz, G. G. (1953), Bernstein Polynomials. University of Toronto Press, ISBN 0-8284-03236, Toronto, Luo, J. & Shih, A. J. , Messaoudi, S. D. 14, pp. , Mitutake, Y. A. 12, pp. 2135–2148, ISSN 0017-9310 Inverse Heat Conduction Problems 35 Neaupane, K. M. & Sugimoto, M. 121-126, ISSN 1513-1874 Norton, J. P. B. &. Lesnic, D. (2008), Reconstruction of heat transfer coefficients using the boundary element metod.
Orlande, H. R. B. , Pinnau R. 1, pp. 55-67, ISSN 1741-5977 Reddy, J. N. & Gartling, D. K. , Hao, D. , Frohne, J. -T. 15, No. 5, pp. -S. 2, (February 2007), pp. 118–127, ISSN 1290-0729 Samarski, A. A. & Vabishchevich, P. N. , Sladek, V. & Hon, Y. C. 8, August 2006, pp. , Pourgholi, Y. R. & Ebrahimi M. 2, No. 10, pp. 455 – 464, ISSN 1312-7594 Taler, J. & Zima, W. 42, No. 1123-1140, ISSN 0017-9310 Tan, S. M. & Fox, C. (2009), Physics 707 Inverse Problems. The University of Auckland. pdf Tikhonov, A.
Compute the gradient direction S P k coefficient k from (47). Step 4. Compute the direction of descent d k by using equation (46). Step 5. Compute the search step size k from formula (49). Step 6. Compute the new estimate P k 1 using (45). Step 7. Replace k by k+l and return to step 1. 10 The Levenberg-Marquardt method The Levenberg-Marquardt method, originally devised for application to nonlinear parameter estimation problems, has also been successfully applied to the solution of linear ill-conditioned problems.
HEAT CONDUCTION – BASIC RESEARCH by Vyacheslav S. Vikhrenko
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