1999
DOI: 10.1016/s0017-9310(98)00280-4
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Solution of inverse heat conduction problems using control volume approach

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Cited by 86 publications
(33 citation statements)
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“…Using FEM to solve the inverse problem gives acceptable solution only for the first row of elements. Even for exact values of the given temperature the results are encumbered with et al, 2008), the finite difference method (Luo & Shih, 2005;Soti et al, 2007), the theory of potentials method (Grysa, 1989), the radial basis functions method (Kołodziej et al, 2010), the artificial bee colony method (Hetmaniok et al, 2010), the Alifanov iterative regularization (Alifanov, 1994), the optimal dynamic filtration, (Guzik & Styrylska, 2002), the control volume approach (Taler & Zima, 1999), the meshless methods ( (Sladek et al, 2006) and many other. …”
Section: Kalman Filter Methodsmentioning
confidence: 99%
“…Using FEM to solve the inverse problem gives acceptable solution only for the first row of elements. Even for exact values of the given temperature the results are encumbered with et al, 2008), the finite difference method (Luo & Shih, 2005;Soti et al, 2007), the theory of potentials method (Grysa, 1989), the radial basis functions method (Kołodziej et al, 2010), the artificial bee colony method (Hetmaniok et al, 2010), the Alifanov iterative regularization (Alifanov, 1994), the optimal dynamic filtration, (Guzik & Styrylska, 2002), the control volume approach (Taler & Zima, 1999), the meshless methods ( (Sladek et al, 2006) and many other. …”
Section: Kalman Filter Methodsmentioning
confidence: 99%
“…Solution of the inverse problem based on Laplace's transform was discussed in [2,3,10,12]. Inverse problem for the heat conduction equation was solved with the use of sequential method and described in papers [2,22]. Analysis of thermal fields during unsteady heat transfer for an irregular geometry was described in [4].…”
Section: Plusmentioning
confidence: 99%
“…Piotrowo 3, tel. : (61) 665 22 14, e-mail: magda.joachimiak@put.poznan.pl 2 Michał Ciałkowski, Politechnika Poznańska, e-mail: michal.cialkowski@put.poznan.pl nania przewodnictwa ciepła rozwiązano przy użyciu metody sekwencyjnej, co opisano w pracach [2,15].…”
Section: Wstępunclassified