Suchergebnisse - Boundary element methods applied to problems in thermodynamics and heat transfer

The boundary element method applied to forced convection heat problems von Ramirez Camacho, Ramiro G., Barbosa, João R.

“… An integral equation formulation for steady flow of a viscous fluid is presented based on the boundary element method …”
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Shape reconstruction in transient heat conduction problems based on radial integration boundary element method von Jiang, Geng-Hui, Tan, Chen-Hao, Jiang, Wen-Wei, Yang, Kai, Wang, Wei-Zhe, Gao, Xiao-Wei

“… •Radial integration boundary element method combined with modified Levenberg-Marquardt algorithm is proposed for shape reconstruction …”
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Radial integration boundary element method for nonlinear heat conduction problems with temperature-dependent conductivity von Yang, Kai, Wang, Jing, Du, Jian-Ming, Peng, Hai-Feng, Gao, Xiao-Wei

“… •In this paper, a new boundary element method is developed for solving the nonlinear heat conduction problems with temperature dependent thermal conductivity of materials for the first time …”
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An isogeometric boundary element method for transient heat transfer problems in inhomogeneous materials and the non-iterative inversion of loads von Yu, Bo, Cao, Geyong, Ren, Shanhong, Gong, Yanpeng, Dong, Chunying

“… •An isogeometric boundary element of multi-patch model is established.•A non-iterative inversion method is proposed …”
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A NURBS-based scaled boundary finite element method for the analysis of heat conduction problems with heat fluxes and temperatures on side-faces von Li, Peng, Liu, Jun, Lin, Gao, Zhang, Pengchong, Yang, Guotao

“… •SBFEM combined with IGA is first applied to two-dimensional steady-state heat transfer problems …”
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BOUNDARY ELEMENT METHOD APPLIED TO STEADY PERIODIC HEAT CONDUCTION von Yang, Shi Chao, Zheng, Guo Rong

“… This paper describes implementation of the boundary element method to steady periodic heat-conduction problems …”
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GENERAL BOUNDARY-ELEMENT METHOD FOR UNSTEADY NONLINEAR HEAT TRANSFER PROBLEMS von Liao, Shi-Jun

“… The general boundary-element method (BEM) for strongly nonlinear problems proposed in \[1 - 3 …”
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A finite element method for prediction of unknown boundary conditions in two-dimensional steady-state heat conduction problems von Kanjanakijkasem, Worasit

“… This paper presents a finite element method in predicting unknown boundary conditions of homogeneous and two-layered materials subjected to steady-state heat conduction …”
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Direct interpolation boundary element method applied for solving steady-state convection-diffusion-reaction problems with variable velocity field von Loeffler, Carlos Friedrich, Pinheiro, Vitor Pancieri, Chacaltana, Julio Tomás Aquije, Lara, Luciano de Oliveira Castro

“… Motivated by the superior results achieved by the Direct Interpolation Boundary Element Method (DIBEM …”
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THE BOUNDARY ELEMENT METHOD APPLIED TO FREEZING AND MELTING PROBLEMS von Vick, Brian, Nelson, D. J.

“… Solutions for problems involving phase change have been attempted using a variety of techniques, including finite-difference, finite element, and approximate analytical methods …”
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Radiation Element Method Coupled with the Lattice Boltzmann Method Applied to the Analysis of Transient Conduction and Radiation Heat Transfer Problem with Heat Generation in a Participating Medium von Sakurai, Atsushi, Mishra, Subhash C., Maruyama, Shigenao

“… , the emissivity of the boundaries, and the heat generation rate. To check the accuracy of the results, the problem …”
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A comparison of boundary element method formulations for steady state anisotropic heat conduction problems von Mera, N.S., Elliott, L., Ingham, D.B., Lesnic, D.

“… In this paper the boundary element method (BEM) is numerically implemented in order to solve steady state anisotropic heat conduction problems …”
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Application of the boundary element method to a terrestrial heat flow problem von Chen, Yanhui, Beck, A. E.

“… In this paper, we apply the boundary element method (BEM) to the 2-D steady state heat flow problem of what would be the perturbation to the regional …”
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An iterative boundary element method for solving the one-dimensional backward heat conduction problem von Mera, N.S., Elliott, L., Ingham, D.B., Lesnic, D.

“… In this paper, the iterative algorithm proposed by V.A. Kozlov and V.G. Maz'ya [Leningrad Math. J. 5 (1990) 1207–1228] is numerically implemented using the boundary element method …”
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Solving of Two-Dimensional Unsteady Inverse Heat Conduction Problems Based on Boundary Element Method and Sequential Function Specification Method von Wang, Shoubin, Sun, Xiaogang, Deng, Yuanzheng

“… The boundary element method (BEM) and sequential function specification method (SFSM) are used to research the inverse problem of boundary heat flux identification in the two-dimensional heat conduction system …”
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Radial integration boundary element method for heat conduction problems with convective heat transfer boundary von Wang, Jing, Peng, Hai-Feng, Yang, Kai, Yin, Yan-Xin, Gao, Xiao-Wei

“… A new boundary domain integral equation with convective heat transfer boundary is presented to solve variable coefficient heat conduction problems …”
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A 2D finite element/boundary element method applied to practical 2D and 3D scattering problems von Meyer, F.J.C, Davidson, D.B

“… The finite element/boundary element (FE/BE) method for solving electromagnetic (EM) problems has been investigated and implemented …”
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Multi-region heat conduction problems by boundary element method von Atalay, M.Akif, Aydin, E.Dilara, Aydin, Murat

“… This paper is concerned with boundary element solution of two dimensional steady-state heat conduction problems in multi-regions …”
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Boundary element method for solving inverse heat source problems von Hazanee, Areena

“… In this thesis, the boundary element method (BEM) is applied for solving inverse source problems for the heat equation …”
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Comment on the paper “Effect of viscous dissipation and heat source on unsteady boundary layer flow and heat transfer past a stretching surface embedded in a porous medium using element free Galerkin method, by R. Sharma, Applied Mathematics and Computation (2012) 219:976–987” von Pantokratoras, Asterios

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