AFEM：先进的有限元方法
“先进的有限元方法”（Advanced Finite Element Methods，简称AFEM）是数学与工程学领域中一类高效且精密的数值分析技术。为了在学术研究和科学交流中便于书写与使用，该术语常以其英文首字母缩写AFEM指代。这一方法广泛应用于结构力学、流体动力学等复杂问题的仿真计算，是科学研究与工程应用中不可或缺的重要工具。
Advanced Finite Element Methods具体释义
Advanced Finite Element Methods的英文发音
例句
- A fast method for reconstructing seismic wave field in the medium whose one part has changed is advanced on the basis of combination of finite element and finite difference methods.
- 本文基于有限元和有限差分联合解法提出一种地下局部介质改变后对波场进行快速重建的方法。
- It is one of the most advanced subjects to carry out the parallel algorithm design for finite element methods on distributed memory MIMD computer in computational mechanics.
- 在分布式并行计算机环境下开展有限元并行算法研究是计算力学领域的前沿课题之一。
- Compared with other advanced languages in detail the advantages and disadvantages of Matlab for programming of finite element method are showed, and the methods and techniques are discussed.
- 详细比较了Matlab与其它高级语言进行有限元编程的优缺点，并讨论了Matlab有限元编程的方法及技巧。
- In this paper, application of advanced soil mechanics, elastic-plastic mechanics, fluid mechanics theory knowledge, research on the application of three dimensional finite element strength reduction methods in rock slope stability calculation.
- 本文应用高等土力学、弹塑性力学、流体力学等理论知识，对三维有限元强度折减法在岩质边坡稳定性计算的应用进行研究。
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