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基于温度场分布的功能梯度材料设计与优化
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作者 高晓兵 万能 刘军强 《航空制造技术》 2018年第19期16-20,共5页
针对功能梯度材料零件建模与分析的模型割裂问题,实现了共用NURBS基函数的几何与材料并行建模及热传导分析。考虑制备工艺建立材料模型,采用泊松方程作为材料场控制函数,运用等几何分析方法求解材料场分布。分析材料的瞬态热传导,建立... 针对功能梯度材料零件建模与分析的模型割裂问题,实现了共用NURBS基函数的几何与材料并行建模及热传导分析。考虑制备工艺建立材料模型,采用泊松方程作为材料场控制函数,运用等几何分析方法求解材料场分布。分析材料的瞬态热传导,建立梯度材料零件的材料分布优化模型并运用有效集法获得最优材料分布结果。结果表明,共用NURBS基函数的功能梯度材料建模及材料分布优化方法对工程实际具有指导意义,实现了梯度材料的一体化建模、分析与优化。 展开更多
关键词 功能梯度材料 材料建模 等几何分析 瞬态热传导 梯度材料优化
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Optimization design and residual thermal stress analysis of PDC functionally graded materials 被引量:5
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作者 CAO Pin-lu LIU Bao-chang +1 位作者 YIN Kun ZHANG Zu-pei 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2006年第8期1318-1323,共6页
The distribution of thermal stresses in functionally graded polycrystalline diamond compact (PDC) and in single coating of PDC are analyzed respectively by thermo-mechanical finite element analysis (FEA). It is shown ... The distribution of thermal stresses in functionally graded polycrystalline diamond compact (PDC) and in single coating of PDC are analyzed respectively by thermo-mechanical finite element analysis (FEA). It is shown that they each have a remarkable stress concentration at the edge of the interfaces. The diamond coatings usually suffer premature failure because of spallation, distortion or defects such as cracks near the interface due to these excessive residual stresses. Results showed that the axial tensile stress in FGM coating is reduced from 840 MPa to 229 MPa compared with single coating, and that the shear stress is reduced from 671 MPa to 471 MPa. Therefore, the single coating is more prone to spallation and cracking than the FGM coating. The effects of the volume compositional distribution factor (n) and the number of the graded layers (L) on the thermal stresses in FGM coating are also discussed respectively. Modelling results showed that the optimum value of the compositional distribution factor is 1.2, and that the best number of the graded layers is 6. 展开更多
关键词 Functionally graded materials (FGM) Optimum design Polycrystalline diamond compact (PDC) Residual thermal stress Finite element method (FEM)
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Optimal design of functionally graded Pm PV/CNT nanocomposite cylindrical tube for purpose of torque transmission 被引量:1
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作者 Abolfazl Khalkhali Sharif Khakshournia Parvaneh Saberi 《Journal of Central South University》 SCIE EI CAS CSCD 2016年第2期362-369,共8页
Carbon nanotube(CNT)/polymer nanocomposites have vast application in industry because of their light mass and high strength. In this work, a cylindrical tube which is made up of functionally graded(FG) PmP V/CNT nanoc... Carbon nanotube(CNT)/polymer nanocomposites have vast application in industry because of their light mass and high strength. In this work, a cylindrical tube which is made up of functionally graded(FG) PmP V/CNT nanocomposite, is optimally designed for the purpose of torque transmission. The main confining parameters of a rotating shaft in torque transmission process are mass of the shaft, critical speed of rotation and critical buckling torque. It is required to solve a multi-objective optimization problem(MOP) to consider these three targets simultaneously in the process of design. The three-objective optimization problem for this case is defined and solved using a hybrid method of FEM and modified non-dominated sorting genetic algorithm(NSGA-II), by coupling two softwares, MATLAB and ABAQUS. Optimization process provides a set of non-dominated optimal design vectors. Then, two methods, nearest to ideal point(NIP) and technique for ordering preferences by similarity to ideal solution(TOPSIS), are employed to choose trade-off optimum design vectors. Optimum parameters that are obtained from this work are compared with the results of previous studies for similar cylindrical tubes made from composite or a hybrid of aluminum and composite that more than 20% improvement is observed in all of the objective functions. 展开更多
关键词 NANOCOMPOSITE carbon nanotube (CNT) fimctionally graded materials (FGM) cylindrical tube finite element method(FEM) modified NSGA-II technique for ordering preferences by similarity to ideal solution (TOPSIS) nearest to ideal point (NIP)
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