研究论文
The general finite difference method with the Krylov deferred correction technique for dynamic 2D and 3D piezoelectric analysis
Xiangran Zheng, Qiang Wang, Wenxiang Sun, Yan Gu, Wenzhen Qu
Qingdao University Zibo Vocational Institute Ningbo University
来源Computers & Mathematics with Applications
年份2025
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学科主题
工程Numerical methods in engineering
Model Reduction and Neural Networks · Electromagnetic Scattering and Analysis
参考文献 60
Generalized finite differences for solving 3D elliptic and parabolic equations
被引 57L. Gavete, Juan José Benito, Francisco Ureña · Applied Mathematical Modelling · 2015
Krylov deferred correction accelerated method of lines transpose for parabolic problems
被引 47Jun Jia, Jingfang Huang · Journal of Computational Physics · 2007
Determination of dynamic intensity factors and time-domain BEM for interfacial cracks in anisotropic piezoelectric materials
被引 24Jun Lei, Felipe García-Sánchez, Chuanzeng Zhang · International Journal of Solids and Structures · 2013
此处列出前 3 条
施引文献 2
Research on the crack propagation of piezoelectric bimaterials interface under dynamic loading
被引 0Yani Zhang, Junlin Li, Xiangyu Li · Journal of Engineering Research · 2026
The generalized finite difference method with the Krylov deferred correction technique for solving unsteady 2D and 3D Stokes equations with a mixed boundary condition
被引 0Jing Chen, Lina Song, Wenxiang Sun · Engineering Analysis with Boundary Elements · 2026
按被引量排序，此处列出前 3 条