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A Scheme for Numerical Integration of the Equations of Motion on an Irregular Grid Free of Nonlinear Instability

机译：非线性不稳定不规则网格上运动方程数值积分的一种方案

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Kirk Bryan;
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年度 1966
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1. On practical integration of semi-discretized nonlinear equations of motion. Part 1: reasons for probable instability and improper convergence [J] . Soroushian A, Wriggers P, Farjoodi J Journal of Sound and Vibration . 2005,第3a5期

机译：关于半离散非线性运动方程的实际积分。第1部分：可能不稳定和收敛不正确的原因
2. NICE-An explicit numerical scheme for efficient integration of nonlinear constitutive equations [J] . Miroslav Halilovic, Marko Vrh, Boris Stok Mathematics and computers in simulation . 2009,第2期

机译：NICE-有效积分非线性本构方程的显式数值格式
3. A PREDICT-CORRECT NUMERICAL INTEGRATION SCHEME FOR SOLVING NONLINEAR DYNAMIC EQUATIONS [J] . Fan Jianping, Huang Tao, Tang Chak-yin, Acta Mechanica Solida Sinica . 2006,第4期

机译：求解非线性动力学方程的预测正确的数值积分方案
4. HERMITE-RBF BASED GRID-FREE LOCAL SCHEME WITH AN OPTIMAL SHAPE PARAMETER FOR STEADY NONLINEAR BURGERS' EQUATION [C] . Chirala Satyanarayana, Y. V. S. S. Sanyasiraju National Fluid Mechanics and Fluid Power Conference . 2010

机译：基于Hermite-RBF的网格本地方案，具有稳定的非线性汉堡方程的最佳形状参数
5. Malliavin calculus for backward stochastic differential equations and stochastic differential equations driven by fractional Brownian motion and numerical schemes. [D] . Song, Xiaoming. 2011

机译：Malliavin演算，用于分数布朗运动和数值格式驱动的后向随机微分方程和随机微分方程。
6. Practical splitting methods for the adaptive integration of nonlinear evolution equations. Part I: Construction of optimized schemes and pairs of schemes [O] . Winfried Auzinger, Harald Hofstätter, David Ketcheson, -1

机译：非线性发展方程的自适应积分的实用分裂方法。第一部分：优化方案和方案对的构建
7. Numerical analysis of a nonlinear free-energy diminishing Discrete Duality Finite Volume scheme for convection diffusion equations [O] . Cancès, Clément, Chainais-Hillairet, Claire, Krell, Stella 2017

机译：对流扩散方程的非线性自由能递减离散对偶有限体积方案的数值分析
8. Some Supraconvergent Schemes for Hyperbolic Equations on Irregular Grids [R] . Wendroff, B. , White, A. B. 1988

机译：不规则网格上双曲型方程的一些超收敛方案

A Scheme for Numerical Integration of the Equations of Motion on an Irregular Grid Free of Nonlinear Instability

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