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多种材料结构体系塑性极限分析的弹性补偿有限元法 被引量:2

ELASTIC COMPENSATION FINITE ELEMENT METHOD FOR PLASTIC LIMIT ANALYSIS OF A STRUCTURE SYSTEM WITH MULTI-MATERIAL
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摘要 弹性补偿有限元法是一种简单、高效的结构塑性极限分析方法,目前仅用于采用单一材料的结构体系中。在经典弹性补偿有限元法中引入承载比概念,并据此对算法进行了改进,既保留了算法通过结构广义应力场不断平均化获得下限荷载的基本优化思想,又融入了平均化过程按各种材料的广义强度成比例调整的新思想,结构破坏时每种材料同时趋于各自的广义强度,使算法适用于对采用多种材料的结构体系做塑性极限分析。经典算例的对比分析表明,改进算法的分析结果是收敛的、准确的和稳定的。对复杂钢框架结构的极限荷载和破坏模式分析也表明,改进算法可用于采用多种材料的实际工程结构的安全评价中。 The elastic compensation finite element method (ECFEM) is a simple and efficient method of plastic limit analysis, and it is only applicable to a commaterial structure system. An improved algorithm based on ECFEM is proposed by introducing hearing-ratio into the standard algorithm, which not only keeps the basic thought of flattening generalized stress in structure, but also leads the flattening process in proportion with generalized strength of every material. Using this method, all materials reach their generalized strength when the structure system is in its failure mode, and ECFEM can be expanded into the limit analysis of a structure system with multi-material. Contrastive analysis of some classical examples shows that the results using the algorithm are convergent, accurate and stabilizing. Furthermore, the algorithm is also verified to be feasible in safety evaluation of complicated structures by the results of limit load and failure mode.
出处 《工业建筑》 CSCD 北大核心 2009年第11期56-61,共6页 Industrial Construction
基金 国家自然科学基金资助项目(50909021 50768001) 工程防灾与结构安全教育部重点实验室主任基金(2009TMZR002) 广西自然科学基金资助项目(桂科青0991006 桂科自0991020Z)
关键词 塑性极限分析 弹性补偿有限元法 多种材料结构体系 广义承载比 plastic limit analysis elastic compensation finite element method structure system with multi-material generalized bearing-ratio
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  • 1郑颖人,赵尚毅,邓楚键,刘明维,唐晓松,张黎明.有限元极限分析法发展及其在岩土工程中的应用[J].中国工程科学,2006,8(12):39-61. 被引量:251
  • 2Lyamin A V, Sloan S W. Lower Bound Limit Analysis using Non-linear Programming [ J ]. International Journal for Numerical Methods in Engineering, 2002, 55(5): 573- 611,.
  • 3杨强,程勇刚,赵亚楠,周维垣.基于非线性规划的极限分析方法及其应用[J].工程力学,2004,21(2):15-19. 被引量:14
  • 4Marriott D L, Evaluation of Deformation or Load Control of Stresses Under Inelastic Conditions Using Elastic Finite Element Stress Analysis. //Proceedings of the ASME Pressure Vessel and Piping Conference [C]. Pittsburgh, Pennsylvania, 1988:3- 9.
  • 5Seshadri R, Femando C P D. Limit Loads of Mechanical Components and Structures Using the Gloss R-node method[ C]//Proceedings of theASME pressure vessel and piping conference. San Diego, 1991 : 125 - 134,.
  • 6Ponter A R S, Carter K F. Limit State Solutions, Based on Linear Elastic Solutions with Spatially Varying Elastic Modulus [J]. Computer Methods in Applied Mechanics and Engineering. 1997, 140(3 -4): 237 - 258.
  • 7Mackenzie D, Boyle J T, Hamilton R. The Elastic Compensation Methnd for Limit and Shakedown Analysis: a Review [ J]. Journal of Strain Analysis, 2000, 35(3) : 171 - 187.
  • 8Zhang X F, Liu Y H, Cen Z Z. Boundary Element Methods for Lower Bound Limit and Shakedown Analysis [ J]. Engineering Analysis with Boundary Elements. 2004, 28(8): 905- 917.
  • 9Mackenzie D, Boyle J T. A Method of Estimating Limit Loads by Iterative Elastic Analysis, I--Simple examples [ J ]. International Journal of Pressure Vessels and Piping, 1992, 53(1) : 77 - 95.
  • 10Desquines J, Plancq D. In-plane Limit Moment for an Elbow Lower Bound Analytical Solution and Finite Element Processing by Elastic Compensation Method [J]. International Journal of Pressure Vessels and Piping, 1997, 71(1): 29-34.

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