WRM:加权残差法
加权残差法(Weighted Residual Method,简称WRM)作为一种经典的数值分析技术,广泛应用于工程与数学计算领域。该方法通过构造加权函数对残差进行积分处理,从而将微分方程转化为可解的代数方程组。缩写WRM在学术论文和专业文献中频繁出现,便于科研人员高效书写与交流。其核心思想在于优化近似解的精度,是计算力学和有限元分析中的重要基础工具之一。
Weighted Residual Method具体释义
Weighted Residual Method的英文发音
例句
- Determination method of the rational anchorage length of anti-slide pile based on unified strength theory and weighted residual method
- 基于加权残值法和统一强度理论抗滑桩合理锚固深度的确定方法
- Based on the principle of weighted residual method, the extensively adapted B-spline function is used as trial function, a new method for stress calculation of anti-slide pile is proposed.
- 本文基于加权残值法的原理,采用适应性较广的B样条函数作为试函数,提出了一种计算抗滑桩全桩内力的新方法。
- Analysis of Internal Force of Anchoring Anti-slide Pile Based on Double-parameter Method and Weighted Residual Method(WRM)
- 基于双参数法和加权残值法的锚拉抗滑桩内力分析
- By establishing the differential equations of each subdomain and the joint conditions within each domain and applying the weighted residual method, the combinations can be solved.
- 建立各子域的微分方程及各子域间的交界条件,进而运用加权残值的方法,求解组合体。
- In this paper, the weighted residual method and the elasto-viscoplastic theory is applied to elasto-plastic analysis.
- 本文采用弹粘塑性理论,首次运用加权残数法来解决弹塑性分析的问题。
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