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Statistical mechanics of normal grain growth in one dimension: A partial integro-differential equation model

机译：一维正常晶粒生长的统计力学：偏微分方程模型

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Ng Felix S.L.;
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1. Statistics of grain disappearance in three-dimensional normal grain growth [J] . Wakai F., Ishihara S., Dominguez-Rodriguez A., Philosophical magazine, B. Physics of condensed matter, electronic, optical, and magnetic properties . 2001,第5期

机译：三维正常晶粒生长中晶粒消失的统计
2. Simulation on Changes in Microstructure and Texture during Normal Grain Growth of Steel Sheet by Two-dimensional Local Curvature Multi-vertex Model [J] . Teruyuki TAMAKI, Kenichi MURAKAMI, Chie HAMA, ISIJ international . 2015,第3期

机译：二维局部曲率多顶点模型模拟钢板正常晶粒长大过程中的组织和织构变化
3. Simulation on Changes in Microstructure and Texture during Normal Grain Growth of Steel Sheet by Two-dimensional Local Curvature Multi-vertex Model [J] . Teruyuki Tamaki, Kenichi Murakami, Chie Hama, ISIJ international . 2015,第3期

机译：二维局部曲率多顶点模型模拟钢板正常晶粒长大过程中组织和组织的变化
4. Computer Simulations and Statistical Theory of Normal Grain Growth in Two and Three Dimensions [C] . Dana Zoellner, Peter Streitenberger Joint International Conference on Recrystallization and Grain Growth(ReX amp; GG2, SF2M) pt.2; 20040830-0903; Annecy(FR) . 2004

机译：二维和三维正常谷物生长的计算机模拟和统计理论
5. A Model Reduction Framework with the Empirical Quadrature Procedure for High-Dimensional Shape-Parameterized Partial Differential Equations [D] . Du, Eugene. 2020

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6. Implicit Riesz wavelets based-method for solving singular fractional integro-differential equations with applications to hematopoietic stem cell modeling [O] . Mutaz Mohammad, Alexander Trounev -1

机译：基于隐式Riesz小波的方法求解奇异分数积分-微分方程及其在造血干细胞建模中的应用
7. Statistical mechanics of normal grain growth in one dimension: A partial integro-differential equation model [O] . Ng F.S.L. 2016

机译：一维正常晶粒生长的统计力学：部分积分微分方程模型
8. Efficient Numerical Approximations of Tracking Statistical Quantities of Interest From the Solution of High-Dimensional Stochastic Partial Differential Equations. [R] . Trenchea, C. 2012

机译：基于高维随机偏微分方程解的跟踪统计量的有效数值逼近。

Statistical mechanics of normal grain growth in one dimension: A partial integro-differential equation model

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