耦联体系,coupled system
1)coupled system耦联体系
1.In this paper,based on typical transmission tower design in a 500 kV transmission line,a finite element model of a multi-tower-linecoupled system,including three towers and two-span .基于此,首先以华东某500 kV输电线路的典型输电塔结构为背景,在有限元程序AN SY S开发环境下,建立了包含三塔两线的塔线耦联体系精细化有限元分析模型;然后,应用经典的基于功率谱密度函数的谱表现方法,结合D avenport谱生成了目标场地的风场;最后,利用该生成风场,进行了上述输电塔耦联体系模型的抗风动力响应分析,进而对比了输电塔的拟静力计算结果与多塔耦联体系的动力响应计算结果。
2.Accurate analysis of thecoupled system consisting of the transmission lines and their supporting towers subjected to earthquake excitations is very complicated because the system is three-dimensional and the conductor is largely nonlinear.在地震作用下，由输电塔和导线组成的耦联体系的精确分析是非常复杂的，工程中需要一种合理的抗震计算简图。
2)tower-line coupled system塔线耦联体系
3)coupled systems耦联系统
1.This paper brings up a variational princople ofcoupled systems in it The upsetting deformation is calculated by this method.本文针对塑性加工中最常见的塑性硬化材料模型，建立了其耦联系统的变分原理，并应用耦联系统的势能原理分析了镦粗变形工序。
2.relations, thus generalized reciprocal theorem of non-coupled systems is proposed in this paper.将Ｂｅｔｔｉ倒易定理推广到具有不同本构关系的两变形体，提出了非耦联系统的广义倒易定理。
英文短句/例句
1.An Improved Dynamic Optimization Method of Particle Swarm Algorithm for Electromechanical Coupling System针对机电耦联系统改进的粒子群动力学优化方法
2.A Dynamic Optimization Method for Electromechanical Coupling System by Exponential Inertia Weight Particle Swarm Algorithm机电耦联系统指数惯性权粒子群动力学优化方法
3.An Outline of Net and Chain Structure System of Industry Mutually Restricting and Coupling and Ecological Civilization;产业耦联生态文明网链结构系统构想
4.Investigation of Novel Multi-Output System Combining CCHP with Desalination;分布式冷热电联产和海水淡化耦合系统研究
5.Grey Associative Analysis of Man-earth Areal System Coupling Structure in Guanzhong Plain关中平原人地关系地域系统结构耦合的关联分析
6.Performance Research of Rotary Wheel Assisted Heat Pump air Conditioning System;除湿转轮与冷热联产热泵耦合式空调系统性能研究
7.A Model Coupling Large Scale System Decomposition-Coordination Theory and GM(1,1) Model in River and Multi-reservoirs Flood Control System;大系统分解协调法与GM（1，1）模型在流域防洪联合调度中的耦合应用
8.Research on the Dynamics of Misaligned Rotor-bearing System with a Flexible Laminated Membrane Coupling;膜片联轴器耦合的不对中转子—轴承系统动力学研究
9.The Quantum Properties in the Intensity-dependent Coupling Interaction between a Three-level Cascade Atom and Light Field;场与级联型三能级原子依赖强度耦合相互作用系统的量子特性
10.Study on Coupled Dynamics of Rotor-Coupling-Bearing-Isolator System转子—联轴器—轴承—隔振器系统耦合动力学特性研究
11.Integration and Mechanism of Chemical Looping Combustion with Chemical Intercooling and Methanol Reforming with Multi Production耦合化学间冷的化学链燃烧与甲醇重整氢电联产系统研究
12.Analysis of the Coupling of Lifeline Systems based on Brittleness Theory under Disaster基于脆性理论的灾害作用下生命线系统耦联分析
13.Analysis of Electromechanical Coupling Facts and Decoupling Control Strategies for Complex Electromechanical Systems复杂机电系统机电耦合分析与解耦控制技术
14.Synchronization of Spatiotemporal Chaos in Regular Coupled and Random Coupled Dynamic System;规则耦合与随机耦合系统的时空混沌同步研究
15.Study on Coupling Characteristics of Secondary Regulated Load System and Decoupling Control二次调节加载系统耦合特性及解耦控制研究
16.Decoupling control for nonlinear coupling systems based on CMAC and PID基于CMAC和PID的非线性耦合系统解耦控制研究
17.A Simulation of the Coupling Structures of Ka Band Coupled-Cavity Traveling Wave TubesKa波段耦合腔行波管高频耦合系统的模拟
18.Application of co-simulation based on multi-body system dynamics and finite element method in coupled vibration research between vehicle and bridge基于多体系统动力学和有限元法的联合仿真在车桥耦合振动研究中的应用
相关短句/例句
tower-line coupled system塔线耦联体系
3)coupled systems耦联系统
1.This paper brings up a variational princople ofcoupled systems in it The upsetting deformation is calculated by this method.本文针对塑性加工中最常见的塑性硬化材料模型，建立了其耦联系统的变分原理，并应用耦联系统的势能原理分析了镦粗变形工序。
2.relations, thus generalized reciprocal theorem of non-coupled systems is proposed in this paper.将Ｂｅｔｔｉ倒易定理推广到具有不同本构关系的两变形体，提出了非耦联系统的广义倒易定理。
4)coupled system耦联系统
1.Based on the potential flow theory of liquid and vibration equation of cantilever beam, the free vibration problem of cantilever beam liquid cantilever beamcoupled system is analyzed in this paper.应用流体的势流理论及悬臂梁振动方程，本文分析了悬臂梁流体悬臂梁耦联系统的自由振动问题。
2.Generalized reciprocal theorems of non-coupled andcoupled systems, which are valid for two deformed bodies with different constitutive relations are established by generalizing the idea of Betti s reciprocal theorem.推广Betti倒易定理的概念 ,建立了非耦联系统和耦联系统的广义倒易定理 ,它们适用于具有不同本构关系的两个变形体·当该两变形体的本构关系相同且为线弹性时 ,该非耦联系统的广义倒易定理即成为Betti倒易定理·同时 ,应用该两个广义倒易定理于弹性力学中的模拟计
5)non-coupled system非耦联系统
1.When the constitutive relations of the two deformed bodies are all alike and linear elastic, the generalized reciprocal theorem ofnon-coupled systems just becomes Betti s.推广Betti倒易定理的概念 ,建立了非耦联系统和耦联系统的广义倒易定理 ,它们适用于具有不同本构关系的两个变形体·当该两变形体的本构关系相同且为线弹性时 ,该非耦联系统的广义倒易定理即成为Betti倒易定理·同时 ,应用该两个广义倒易定理于弹性力学中的模拟计
6)coupled transistor耦联晶体管
延伸阅读
耦中有耦中国北宋王安石提出的重要哲学命题。出自其《洪范传》。"耦"即"对"，王安石用以表述对立的概念。他认为，宇宙万物是由水、火、木、金、土五种物质元素构成的。五行具有"时"、"位"、"材"、"气"、"性"、"形"、"事"、"情"、"色"、"声"、"臭"、"味"等属性。不同元素的同一属性是两两相对的。如就"位"言，火上而水下；就"性"言，水润而火熯；就"形"言，水平而火锐；就"材"言，火革而金从革。他把这种对立,叫作"五行之为物,其时、其位、其材、其气、其性、其形、其事、其情、其色、其声、其臭、其味，皆各有耦"。他又认为，每一元素的不同性质，如"气"与"味"之间也存在着对立："生物者，气也；成之者，味也。以奇生则成而耦，以耦生则成而奇。寒之气坚，故其味可用以耎；热之气耎，故其味可用以坚。风之气散，故其味可用以收；燥之气收，故其味可用以散。"由于这种对立处于各元素的对立之中，故王安石称之为"耦之中又有耦"。他认为，由于五行"皆各有耦"、"耦之中又有耦"、"万物之变遂至于无穷"。王安石"耦中有耦"的命题，揭示了世界处于无穷无尽矛盾之中的状况，猜测到宇宙万物发展的根本原因。
