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Simulation of lid-driven cavity with top and bottom moving boundary conditions using implicit finite difference method and staggered grid

机译：使用隐含有限差分法和交错网格模拟顶部和底部移动边界条件的盖驱动腔的仿真

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Endang Mawarsih; Eko Prasetyo Budiana; Kumara Ari Yuana; Samsul Kamal;
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1. NUMERICAL STABILITY OF FINITE DIFFERENCE ALGORITHMS FOR ELECTROCHEMICAL KINETIC SIMULATIONS: MATRIX STABILITY ANALYSIS OF THE CLASSIC EXPLICIT, FULLY IMPLICIT AND CRANK-NICOLSON METHODS AND TYPICAL PROBLEMS INVOLVING MIXED BOUNDARY CONDITIONS [J] . LESLAW K. BIENIASZ, OLE OSTERBY, DIETER BRITZ Computers & Chemistry . 1995,第2期

机译：电化学动力学模拟的有限差分算法的数值稳定性：经典显式，完全隐式和Crank-NICOLSON方法的矩阵稳定性分析以及涉及混合边界条件的典型问题
2. Improvement in the Fault Boundary Conditions for a Staggered Grid Finite-difference Method [J] . Takashi Miyatake, Takeshi Kimura Pure and Applied Geophysics . 2006,第9期

机译：交错网格有限差分法对故障边界条件的改进
3. Improvement in the fault boundary conditions for a staggered grid finite-difference method [J] . Miyatake T, Kimura T Pure and Applied Geophysics . 2006,第9期

机译：交错网格有限差分法对故障边界条件的改进
4. Simulation of Lid-Driven Cavity with Top and Bottom Moving Boundary Conditions using Implicit Finite Difference Method and Staggered Grid [C] . Endang Mawarsih, Eko Prasetyo Budiana, Kumara Ari Yuana, Basic Science International Conference . 2018

机译：使用隐含有限差分法和交错网格模拟顶部和底部移动边界条件的盖驱动腔的仿真
5. Advances in the perfectly matched layer absorbing boundary condition and a technique for efficiently modeling long path propagation with applications to finite-difference grid techniques. [D] . Chevalier, Michael William. 2006

机译：完美匹配的层吸收边界条件的进展以及一种有效地模拟长路径传播的技术，并应用于有限差分网格技术。
6. A Newton–Krylov method with an approximate analytical Jacobian for implicit solution of Navier–Stokes equations on staggered overset-curvilinear grids with immersed boundaries [O] . Hafez Asgharzadeh, Iman Borazjani -1

机译：带有近似解析雅可比行列的Newton-Krylov方法可解决带浸入边界的交错过弯曲线网格上Navier-Stokes方程的隐式解
7. Improvement in the Fault Boundary Conditions for a Staggered Grid Finite-difference Method [O] . Takashi Miyatake, Takeshi Kimura 2015

机译：交错网格有限差分法的断层边界条件改进

Simulation of lid-driven cavity with top and bottom moving boundary conditions using implicit finite difference method and staggered grid

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