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Original Articles

Reconstruction of the perfusion coefficient from temperature measurements using the conjugate gradient method

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Pages 797-814 | Received 25 Jul 2016, Accepted 25 Jan 2017, Published online: 13 Mar 2017

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H. Al Attas & A. Boumenir. (2021) Recovery of a degenerate space-dependent heat capacity. Inverse Problems in Science and Engineering 29:13, pages 3214-3226.
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L. Zhuo, D. Lesnic, M. I. Ismailov, I. Tekin & S. Meng. (2019) Determination of the time-dependent reaction coefficient and the heat flux in a nonlinear inverse heat conduction problem. International Journal of Computer Mathematics 96:10, pages 2079-2099.
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Articles from other publishers (8)

A. Boumenir. (2023) The reconstruction of the space-dependent thermal conductivity coefficient. Numerical Algorithms.
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Miglena N. Koleva & Lubin G. Vulkov. (2023) Reconstruction coefficient analysis of honeybee collapse due to pesticide contamination. Journal of Physics: Conference Series 2675:1, pages 012024.
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Atanas Z. Atanasov, Miglena N. Koleva & Lubin G. Vulkov. (2023) Inverse Problem Numerical Analysis of Forager Bee Losses in Spatial Environment without Contamination. Symmetry 15:12, pages 2099.
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Deng Xiaomao, Jiang Jiahua, Yuan Jinglan & Liao Ziju. (2023) A parallel domain decomposition method for identifying the space-time dependent diffusion coefficients of 3D parabolic problems. SCIENTIA SINICA Mathematica 53:11, pages 1487.
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Antoni Bancells Fernández. (2023) Identification of tissue and therapy parameters from surface temperature.. Journal of Physics: Conference Series 2444:1, pages 012015.
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Atanas Z. Atanasov, Miglena N. Koleva & Lubin Vulkov. 2023. Modelling and Development of Intelligent Systems. Modelling and Development of Intelligent Systems 279 293 .
H. Al Attas & A. Boumenir. (2022) Reconstruction of a Heat Equation from One Point Observations. Communications on Applied Mathematics and Computation 4:4, pages 1280-1292.
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Kai Cao & Daniel Lesnic. (2018) Determination of space‐dependent coefficients from temperature measurements using the conjugate gradient method. Numerical Methods for Partial Differential Equations 34:4, pages 1370-1400.
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