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68篇 您的检索式:作者名="LESNIC D"
    题名 作者 年代 出处 被引量
1Determination of the leading coefficient in fourth-order Sturm-Liouville operator from boundary measurements显示文摘LESNIC D ALEMDAR H 2008Inverse Problems in Science and Engineering2008,16,:1
2Determination of the flexural rigidity of a beam from limited boundary measurements显示文摘LESNIC D 2006Appl Math and computing2006,20,:1
3The cauchy for Laplace's equation via the conjugate gradient method显示文摘H(A)O D N LESNIC D 2000IMA J Appl Math2000,65,2:1
4Inverse recon struction of boundary coefficients in one-dimensional transi ent heat conduction显示文摘Onyango T T M Ingham D B Lesnic D 2009Applied Mathematics and Computa tion2009,,207:1
5The Method of Fundamental Solutions for the Cauchy Problem Associated with Two-DimensionalHelmholtz-Type Equations显示文摘Marin L Lesnic D 2005Comput Struct2005,83,45:1
6An inverse time-dependent source problem for the heat equation 显示文摘HAZANEE A ISMAILOV M I LESNIC D 2013Applied Numerical Mathe-matics2013,69,:1
7Application of the boundary element method to inverse heat conduction problems显示文摘Lesnic D Elliott L Ingham D B 1996International Journal of Heat Mass Transfer1996,39,7:1
8The boundary-element method for the determination of a heat source dependent on one variable显示文摘FARCAS A LESNIC D 0,,:1
9Reconstruction of boundary condition laws in heat conduction using the boundary element method 显示文摘Onyango T T M Ingham D B Lesnic D 2009Computer and Mathematics with Applica- tions2009,57,:1
10Inverse reconstruction of boundary condition coefficients in one-dimensional transient heat conduction 显示文摘Onyango T T M Ingham D B Lesnic D 2009Applied Mat-hematics and Computation2009,207,:1
11Determination of the heat transfer coefficients in transient heat conduction显示文摘Hào D N Thanh P X Lesnic D 2013Inverse Problems2013,29,95:1
12A comparison of boundary element method formulations for steady state anisotropic heat conduction problems显示文摘MERA N S ELLIOTT L INGHAM D B LESNIC D 2001Engineering analysis with boundary elements2001,25,:1
13The boundary-element method for the determination of a heat source dependent on one variable显示文摘Farcas A Lesnic D 0,,:1
14Determination of a spacewise dependent heat source显示文摘Johansson T Lesnic D 0,,:1
15Application of the boundary element method to inverse heat conduction problems显示文摘Lesnic D Elliott L Ingham D B 1996Inter J Heat and Mass Transfer1996,39,7:1
16The decomposition approach to inverse heat conduction 显示文摘LESNIC D ELLIOTT L 1999Journal of Mathematical Analysis and Application1999,232,1:1
17The Decomposition Approach to Inverse Heat Conduction显示文摘Lesnic D & Elliott L 1999Journal of Mathematical Analysis and Application1999,232,1:1
18The decomposition approach to inverse heat conduction显示文摘LESNIC D ELLIOTT L 1999J Math Anal Appl1999,232,:1
19Regularized boundary element solutionfor an inverse boundary value problem in linear elasticity显示文摘Marin L Lesnic D 2002Communications in Numerical Methods in Engineering2002,18,11:1
20Application of the boundary element method to inverse heat conduction problems显示文摘Lesnic D Elliott L Ingham D B 1996Heat and Mass Transfer1996,39,:1
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