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Numerical Heat Transfer, Part B: Fundamentals
An International Journal of Computation and Methodology
Volume 65, 2014 - Issue 4
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Original Articles

Heterogeneous Heat Conduction Problems by an Improved Element-Free Galerkin Method

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Pages 359-375 | Received 03 May 2013, Accepted 29 Sep 2013, Published online: 03 Mar 2014

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Read on this site (4)

Wah Yen Tey, Yutaka Asako, Khai Ching Ng & Wei-Haur Lam. (2020) A review on development and applications of element-free galerkin methods in computational fluid dynamics. International Journal for Computational Methods in Engineering Science and Mechanics 21:5, pages 252-275.
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Dong-Sheng Yang, Ting-Yi Chen, Jing Ling, Hong-Ying Wang, Zong-Hui Huang, Zi-Xiang Lu, Song Long & Wu-Lin Xu. (2017) A new boundary meshfree method for calculating the multi-domain constant coefficient heat conduction with a heat source problem. Numerical Heat Transfer, Part B: Fundamentals 71:3, pages 270-282.
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Tonino Sophy, Arthur Da Silva, Ali Kribèche & Hamou Sadat. (2016) An alternative space–time meshless method for solving transient heat transfer problems with high discontinuous moving sources. Numerical Heat Transfer, Part B: Fundamentals 69:5, pages 377-388.
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Dong-Sheng Yang & Jing Ling. (2016) A new boundary-type mesh-free method for solving the multi-domain heat conduction problem. Numerical Heat Transfer, Part B: Fundamentals 69:2, pages 167-178.
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Articles from other publishers (6)

Sreehari Manikkan & Balaji Srinivasan. (2022) Transfer physics informed neural network: a new framework for distributed physics informed neural networks via parameter sharing. Engineering with Computers 39:4, pages 2961-2988.
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Bhaumik Nagevadiya, Bhavik Vaghasia, Nikunj Rachchh & Ramesh Bhoraniya. (2019) Galerkin Meshfree Methods: A Review and Mathematical Implementation Aspects. International Journal of Applied and Computational Mathematics 5:4.
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Mas Irfan P. Hidayat. (2019) Meshless local B-spline collocation method for heterogeneous heat conduction problems. Engineering Analysis with Boundary Elements 101, pages 76-88.
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Mehdi Dehghan & Mostafa Abbaszadeh. (2018) A combination of proper orthogonal decomposition–discrete empirical interpolation method (POD–DEIM) and meshless local RBF-DQ approach for prevention of groundwater contamination. Computers & Mathematics with Applications 75:4, pages 1390-1412.
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Boris Jalušić, Jurica Sorić & Tomislav Jarak. (2016) Mixed meshless local Petrov–Galerkin collocation method for modeling of material discontinuity. Computational Mechanics 59:1, pages 1-19.
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S. A. Gusev. (2015) Application of SDEs to estimating solutions to heat conduction equations with discontinuous coefficients. Numerical Analysis and Applications 8:2, pages 122-134.
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