A Collocation Finite Element Solution for Stefan Problems with Periodic Boundary Conditions

E. Neslig#252; l Aksan; Hatice Karabenli; Yusuf U#231; ar

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A Collocation Finite Element Solution for Stefan Problems with Periodic Boundary Conditions

机译：具有周期边界条件的Stefan问题的配置有限元解

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《Filomat 》 |2016年第3期| 共页
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E. Neslig#252; l Aksan; Hatice Karabenli; Yusuf U#231; ar;
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中图分类数学 ;
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1. Finite difference solution of one-dimensional Stefan problem with periodic boundary conditions [J] . Svetislav Savovic, James Caldwell International Journal of Heat and Mass Transfer . 2003 ,第15期

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2. About solution of multipoint boundary problem of static analysis of deep beam with the use of combined application of finite element method and discrete-continual finite element method. part 2: boundary conditions [J] . Leonid Lyakhovich, Oleg Negrozov MATEC Web of Conferences . 2017 ,第1期

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3. Solution of two point boundary value problems using orthogonal collocation on finite elements [J] . Arora S, Dhaliwal SS, Kukreja VK Applied mathematics and computation . 2005 ,第1期

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4. Edge-based finite element analysis of singly- and doubly-periodic scatterers using absorbing and periodic boundary conditions [C] . Mahadevan, K., Irvine, . 1994

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7. A collocation finite element solution for Stefan problems with periodic boundary conditions [O] . Hatice Karabenli, Yusuf Uçar, Nesligül Aksan 2016

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8. Periodic Boundary Conditions in the ALEGRA Finite Element Code [R] . Aidun, Robinson, Weatherby 1999

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A Collocation Finite Element Solution for Stefan Problems with Periodic Boundary Conditions

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