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结构拓扑优化局部性能约束下轻量化问题的互逆规划解法 被引量:5
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作者 隋允康 彭细荣 +1 位作者 叶红玲 李宗翰 《计算力学学报》 CAS CSCD 北大核心 2021年第4期479-486,共8页
瞄准应力和疲劳两类局部性能约束的结构拓扑优化问题,概括为分部、化整和集成3种解法和交融的3种解法。类比应力约束推导了疲劳寿命情况,一为满疲劳公式,二为疲劳寿命约束全局化的结构寿命概念和相应解法。在倒寿命概念下,实现了疲劳寿... 瞄准应力和疲劳两类局部性能约束的结构拓扑优化问题,概括为分部、化整和集成3种解法和交融的3种解法。类比应力约束推导了疲劳寿命情况,一为满疲劳公式,二为疲劳寿命约束全局化的结构寿命概念和相应解法。在倒寿命概念下,实现了疲劳寿命约束与应力约束的规格统一。补充和完整了已有的局部性能约束解法,属于单目标模型,有分部、化整、集成三种。基于互逆规划理论的定理2,提出了交融优化解法,是单目标与多目标模型的交替迭代,有分部-集成、化整-集成和集成-集成三种。上述6种解法皆基于ICM方法进行建模。算例表明,新提出的交融优化方法提高了求解效率。 展开更多
关键词 局部性能约束 交融解法 互逆规划 分部解法 化整解法 集成解法 结构拓扑优化 ICM方法
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RESEARCH ON DEEP COAL SEAM MINING FLOOR STARTA WATER BURSTING INFLUENCED FACTORS BASED ON ANALYTIC HIERACHY PROCESS
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作者 SUN Ming ZHENG Wenxiang DUAN Xiaobo 《International Journal of Technology Management》 2014年第4期135-138,共4页
Deep coal seam mining floor strata water bursting is a complicate nonlinear system, whose factors are coupling and influencing themselves. It built the analytic structure model for deep coal seam mining floor strata w... Deep coal seam mining floor strata water bursting is a complicate nonlinear system, whose factors are coupling and influencing themselves. It built the analytic structure model for deep coal seam mining floor strata water bursting, the judgment matrix was found by the expert scoring method, the contribution weights of the influenced factors were given out by the equation analytic process. The thirteen controlling factors and five main controlling factors were put award by analyzing weights, so the result was basically conform to the field practice. The expert scoring method and analytic process can convert the objective fact to the subjective cognition, so it is a method that can turn the qualitative into the quantitative. This can be relative objectively and precisely to study the question of many factors and grey box. 展开更多
关键词 deep coal seam mining floor strata water bursting expert scoring method equation analytic hierachy process controllingfactors main controlling factors
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STABILITY ANALYSIS FOR THE LARGE-SCALE SYSTEMS WITH TIME-DELAY
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作者 Jingru Qu Cunchen GAO 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2006年第4期558-565,共8页
The stability analysis problems were put forward for the large-scale systems with time-delay by using the partial decomposition method. With the stability of the isolated subsystems without time- delay, some sufficien... The stability analysis problems were put forward for the large-scale systems with time-delay by using the partial decomposition method. With the stability of the isolated subsystems without time- delay, some sufficient criterions for the asymptotical stability of the whole system were obtained by making a Lyapunov function with the Razumikhin condition and a Lyapunov functional for the retarded type and neutral type, respectively. 展开更多
关键词 Large-scale time-delay system Lyapunov functional partial decomposition method Razumikhin-type theorem.
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Symmetry of solutions for a fractional system 被引量:1
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作者 LI Yan MA Pei 《Science China Mathematics》 SCIE CSCD 2017年第10期1805-1824,共20页
We consider a pseudo-differential system involving different fractional orders. Through an iteration method, we obtain the key ingredients—the maximum principles—of the method of moving planes. Then we derive symmet... We consider a pseudo-differential system involving different fractional orders. Through an iteration method, we obtain the key ingredients—the maximum principles—of the method of moving planes. Then we derive symmetry on non-negative solutions without any decay assumption at infinity. 展开更多
关键词 the fractional Laplacian narrow region principle decay at infinity method of moving planes radial symmetry
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