system equilibrium中文是什么意思

• 系统平衡

• "system"中文翻译    n. 1.体系，系统；分类法；组织；设备，装置。 2.方 ...
• "equilibrium"中文翻译    n. 1.平衡，均衡，均势，相称。 2.(心情的)平静。 ...
• "equilibrium system" 中文翻译 :    平衡系统
• "system in equilibrium" 中文翻译 :    平衡系
• "equilibrium in heterogeneous system" 中文翻译 :    多相系平衡
• "general equilibrium system" 中文翻译 :    全面平衡体系; 一般均衡系统
• "invariant equilibrium system" 中文翻译 :    不变平衡体系
• "at equilibrium" 中文翻译 :    处于均衡状态
• "be in equilibrium" 中文翻译 :    保持平衡状态
• "be in equilibrium with" 中文翻译 :    与....平衡
• "equilibrium" 中文翻译 :    n. 1.平衡，均衡，均势，相称。 2.(心情的)平静。 3.(判断的)不偏不倚。 equilibrium constant 【化学】平衡常数。 the equilibrium of demand and supply 供求均衡。 indifferent equilibrium 【物理学】随遇平衡。 the theory of equilibrium 【哲学】均衡论。
• "equilibrium of" 中文翻译 :    总供给和总需求的均衡
• "a arent equilibrium" 中文翻译 :    表观平衡
• "a olute equilibrium" 中文翻译 :    绝对平衡
• "absolute equilibrium" 中文翻译 :    绝对平衡
• "absorption equilibrium" 中文翻译 :    吸附平衡; 吸收带; 吸收平衡
• "achieve equilibrium" 中文翻译 :    取得平衡
• "acidbase equilibrium" 中文翻译 :    酸碱平衡
• "active equilibrium" 中文翻译 :    朗全主动状态
• "adiabatic equilibrium" 中文翻译 :    绝热平衡
• "adsorption equilibrium" 中文翻译 :    吸附平衡; 吸著平衡
• "amplitude equilibrium" 中文翻译 :    振幅平衡
• "amtastable equilibrium" 中文翻译 :    介亚稳平衡
• "angle of equilibrium" 中文翻译 :    平衡角
• "apparent equilibrium" 中文翻译 :    表观平衡

• Compensation and social system equilibrium
  补偿与社会系统平衡
• From the view of the general system theory , the proposition of the compensation mechanism is synonymous with social system equilibrium
  在一般系统理论的意义上，补偿机制命题和社会系统均衡命题是同一的。
• In the first , we study the stability of system equilibrium and the bound of these equilibriums by means of the method of latent root and analytical method
  首先，利用特征根法和解析法研究了系统平衡点的稳定性及其稳定性的存在范围。
• The existing research has not really integrated the two systems and does not perfectly coordinate between user equilibrium and system equilibrium
  现有的研究并未将控制和诱导完全实现真正的集成,没有有效协调用户最优和系统最优两个原则。
• The article sets up system equilibrium and user equilibrium coordination module regarding on the allocation and guidance problems existing in the traffic control system and traffic guidance system
  针对控制与诱导系统一体化中分配、控制与诱导的问题,本文建立了用户最优-系统最优协调模型。
• For example , in reference [ 12 ] , the author studies the stability of system equilibrium with the method of latent root and the periodic solution of the marchuk ' s model with the method which provided by reference [ 13 ]
  例如，文[ 12 ]以时滞r为参数，利用特征根法研究了该模型的平衡点的稳定性，利用文[ 13 ]的方法研究了该模型的周期解。
• The article will have a deep discussion about the comprehensive module of traffic control system and traffic guidance system as well as user equilibrium and system equilibrium principle . in the intelligent traffic system , traffic governor hope to allot traffic flow by system equilibrium principle while passengers could only choose appropriate paths by use equilibrium principle based on traffic information . the two principles are different with conflicting game relationship
  在城市交通控制与诱导一体化智能交通管理系统中,交通管理者希望按系统最优原则分配交通流,出行者在根据诱导信息选择路径时却只可能遵循用户最优原则,目标不同,二者是有冲突的博弈关系。
• The article brings forth a reasonable traffic consuming module to coordinate the game relationship and improve road network efficiency , that is , the optimized or almost optimized status of the system and customer - optimized status with traffic information lacking could come into fact when the traffic governor allot traffic flow based on system equilibrium principle , take passenger ’ s path choosing behavior into consideration and take the preponderant advantages to make the traffic flow at optimized or almost optimized status through traffic control system and guidance system
  本文提出了一种有效协调二者关系,建立合理的交通消费模式,以提高路网效率的解决方案:当交通管理者以系统最优的方法进行交通流分配时,应预先考虑用户的路径选择行为,利用其信息优势和主导地位通过交通控制和交通诱导使交通流接近或达到系统最优状态,同时实现出行者信息缺乏状态下的用户最优。
• We find out there is a change in the stability of system equilibrium when time delay r experiences certain variation , i . e . , when it changes from asymptotical stability ( unstability ) to unsiability ( stability ) , these t become the system ' s bifurcation value ( the system has small - scale amplitude nontrivial periodic solution around these values ) , and then we obtain the bound of stability of equilibrium
  我们发现当时滞变化经过某些值时，系统平衡点的稳定性也发生变化，也就是从渐近稳定(不稳定)到不稳定(稳定) 。这些值就是系统的hopf分支值(即在这些值附近，系统有小振幅的非平凡周期解) ，从而也得到了稳定性的存在范围。