complementary principle

英 [ˌkɒmplɪˈmentri ˈprɪnsəpl]

美 [ˌkɑːmplɪˈmentri ˈprɪnsəpl]

网络  互补原理

化学

双语例句

• Finite element formulation for finite deformation problem based on complementary energy principle
  基于余能原理的有限变形问题有限元列式
• Application of the Base Forces Concept to Finite Element Method Based on Complementary Energy Principle
  基面力概念在余能原理有限元中的应用
• The Application of the Out-in Complementary Principle in the Research of the Right Pentagon and the Right Decagon in the Early Qing Dynasty
  出入相补原理在清初正五边、十边形研究中的应用
• This paper gives the concept o f-memory of S-rough sets and its-memory structure, puts forward-memory chain theorem,-memory loop theorem and the knowledge complementary principle of F-memory chain.
  本文给出S-粗集的-F-记忆概念，S-粗集的-F-记忆结构，提出-F-记忆链定理，-F-记忆环定理和-F-记忆链上知识补充原理。
• Finite element method based on complementary energy principle for large deflection of shallow beam
  浅曲梁大挠度分析的余能有限元方法
• On that basis, the paper used color complementary principle so as to effectively improve the stability of low-alcoholic Wu Chia-pee liquor. 3.
  在此基础上，采用了色泽互补原理，有效地改善了低度五加皮酒色泽的稳定性。
• Simulated potential energy principle and simulated complementary energy principle for similarly no-coupled system in metal forming technology are established by applying weighted residual method to the similarly no-coupled equation.
  应用加权余量法于相似非耦联方程，建立了金属成形工艺相似非耦联系统的模拟势能原理和模拟余能原理。
• The main character of the model is to apply complementary principle to analyze FDI, by integrating the Comparative Advantage of the classic economic and the Theory of Factor Endowment, on the base of the theory of coordination game.
  本文的合作型FDI模型的最主要特征是在借鉴协调博弈理论的基础上，结合古典经济学的比较优势理论和赫克歇尔&俄林的要素禀赋理论，将协调博弈的互补性原理应用于FDI分析。
• A generalized complementary energy principle of limit analysis
  一个极限分析广义余能原理
• The clear definition of structural instability is presented. Based on this definition, the strict expression of logic set is built, and then the theoretical foundation of deformation reinforcement theory, minimum plastic complementary energy principle, is deduced and proved.
  提出了结构失稳的明确定义，建立了此定义的严格的集合逻辑表述，并以此定义为出发点，推导并证明了变形加固理论的理论基础&最小塑性余能原理。