经典耗散结构对其有序的分析虽然误用了热力学第二定律和无序度的熵，但这掩盖不了耗散结构本身的价值。
Although the classical dissipative structure theory misapplied the second law of thermodynamics and the disorder of entropy, but could not conceal the value of dissipative structure theory itself.
这一角度的研究不但丰富了公司治理以及熵与耗散结构领域的理论，同时也为我国公司治理实践提供了有益的指导。
This research is not only enriching the theories of corporate governance and entropy and dissipative structure, but also provide some useful direction for our corporate governance practice.
对于一定型式的强迫，在较小的耗散参数下，系统在较大的稳定度参数范围内更易出现分叉和达得混沌状态。
In given forcing, the system appears bifurcation and arrives at chaotic state more ea - sier within greater range of stability parameter, when dissipative coefficient is smaller.
算法是无条件稳定的，具有很高的准确度和良好的耗散特性。
This algorithm in unconditionally stable, and possesses high accuracy and desirable dissipation character.
研究了有限的多自由度耦合哈密顿系统能量耗散过程的动力学问题。
Dynamical problems about energy dissipation in a finite multi-degree of freedom Hamiltonian system are studied.
激光本身不仅具有耗散系统所有的复杂现象，而且其自由度更容易控制。
Laser has all the complex dynamics characteristic of dissipative system, and its degree of freedom can easily be controlled.
结果表明，瞬变的涡度通量辐合的异常有抵消或耗散辐散风产生的涡度源异常的趋势；
The results show that the anomaly of the transient vorticity flux convergence tends to cancel or dissipate the anomaly of the vorticity sources generated by divergent wind.
森林冠层内耗散系数和动量通量随大气稳定度有明显变化。
Variations of the dissipation coefficient and momentum flux with atmospheric stability are found within forest CL.
在此基础上，计算了材料中的粘性耗散功和损伤耗散功，并讨论了加载速率、界面粘结能、基体材料的松弛时间、平均粒径和粒径分散度等对这两种耗散机制的影响。
The effects of loading rate, interfacial adhesive energy, relaxation time of matrix material, average size of particles, and the particle-size dispersity on the energy dissipation are discussed.
该方法不是从第一原理出发，因为耗散环境应该被看成是自由度为无限维的谐振子或原子系统，对它的求解最好的方式是求解约化密度矩阵方程。
This method is not from the first principle. A better approach is based on the reduced density matrix, which eliminate the infinite number of the freedoms of the dissipative environment.
本文应用随机激励的耗散的哈密顿系统理论研究了二自由度碰撞振动系统的随机响应。
The response of a two-degree-of-freedom vibro-impact system under stochastic excitation can be obtained by using stochastically excited and dissipated Hamiltonian system theory.
本文应用随机激励的耗散的哈密顿系统理论研究了二自由度碰撞振动系统的随机响应。
The response of a two-degree-of-freedom vibro-impact system under stochastic excitation can be obtained by using stochastically excited and dissipated Hamiltonian system theory.
应用推荐