A High-Order Finite-Difference Scheme with a Linearization Technique for Numerical Solution of Two Dimensional Burgers Equation

Marco Donisete de Campos; Estaner Claro Rom?o

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A High-Order Finite-Difference Scheme with a Linearization Technique for Numerical Solution of Two Dimensional Burgers Equation

机译：二维Burgers方程数值解的带有线性化技术的高阶有限差分格式

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A numerical scheme using highorder finite difference method and the Newton’s method for the linearization of the convective term is developed in this work for solving Burgers equation. In order to show the efficiency of the present method, twodimensional

机译：在这项工作中，开发了一种使用高阶有限差分法和牛顿法对流项线性化的数值方案，以解决Burgers方程。为了显示本方法的效率，二维

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《International Journal of Engineering Trends and Technology 》 |2016年第5期| 共页
作者
Marco Donisete de Campos; Estaner Claro Rom?o;
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1. A High-Order Finite-Difference Scheme with a Linearization Technique for Solving of Three-Dimensional Burgers Equation [J] . Campos M. D., Romao E. C. Computer Modeling in Engineering & Sciences . 2014 ,第3期

机译：线性化技术的高阶有限差分格式求解三维Burgers方程
2. A Linearized High-Order Combined Compact Difference Scheme for Multi-Dimensional Coupled Burgers' Equations [J] . Buyun Chen, Dongdong He, Kejia Pan 高等学校计算数学学报（英文版） . 2018 ,第002期

机译：多维耦合Burgers方程的线性高阶组合紧致差分格式
3. Numerical solutions of coupled Burgers’ equations by an implicit finite-difference scheme [J] . Vineet K. Srivastava, Sarita Singh, Mukesh K. Awasthi AIP Advances . 2013 ,第8期

机译：耦合Burgers方程的隐式有限差分格式的数值解
4. Energy Estimates for Nonlinear Conservation Laws with Applications to Solutions of the Burgers Equation and One- Dimensional Vicous Flow in a Shock Tube by Central Difference Schemes [C] . A. Jameson AIAA Computational Fluid Dynamics Conference . 2007

机译：非线性守恒律的能量估计及其在Burgers方程和一维激波管中的一维涡流解中的应用（中心差分法）
5. Development of kinetic schemes for the numerical solutions of the two-dimensional Euler and the ideal magnetohydrodynamics equations. [D] . Reksoprodjo, Heru Suprapto Raharjaya. 2003

机译：二维欧拉和理想磁流体动力学方程数值解动力学方案的发展。
6. High-Order Compact Difference Scheme for the Numerical Solution of Time Fractional Heat Equations [O] . Ibrahim Karatay, Serife R. Bayramoglu -1

机译：时间分数热方程数值解的高阶紧致差分格式
7. Numerical solutions of coupled Burgers’ equations by an implicit finite-difference scheme [O] . Vineet K. Srivastava, Sarita Singh, Mukesh K. Awasthi 2013

机译：用隐式有限差分格式求解Burgers方程的数值解
8. A finite-difference, frequency-domain numerical scheme for the solution of the linearized unsteady Euler equations [R] . Scott, James R., Atassi, Hafiz M. 1991

机译：线性化非定常欧拉方程解的有限差分，频域数值格式

A High-Order Finite-Difference Scheme with a Linearization Technique for Numerical Solution of Two Dimensional Burgers Equation

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