人体膝半月板在时间和空间上也是一个非平衡的开放系统，能形成和保持耗散结构。
The human knee meniscus is also an opening system rather than the balance at any time and any where.
这是一个耦合的非抛物耗散动力系统。
对于一个用于产生压缩态的典型的耗散系统，我们利用非主方程方法，得到其严格的解析解。
An exact analytical solution was obtained in a typical dissipation system which can be used to generate squeezed state of light.
本文在非平衡系统规格化模型的基础上，分析了非平衡相变临界参考态的耗散情况。
On the basis of this paper, the model of the nonequilibrium system has been standardized. The dissipative condition of the critical reference state in nonequilibrium phase transform is analysed.
耗散性的实质内容就是存在一个非负的能量函数，使得系统能量损耗总是小于能量的供给率。
The essential content of dissipative system is that a nonnegative energy function exists, which makes the energy consumption of the system is less than the energy provision.
首先用一非仿射不确定系统来描述这一微分包含系统，基于耗散理论分析了这一类非仿射不确定系统的鲁棒控制问题。
This differential inclusion system is described by a non-affine system with uncertainty. Based on the dissipation inequality, the robust control for such a non-affine uncertain system is analysed.
首先用一非仿射不确定系统来描述这一微分包含系统，基于耗散理论分析了这一类非仿射不确定系统的鲁棒控制问题。
This differential inclusion system is described by a non-affine system with uncertainty. Based on the dissipation inequality, the robust control for such a non-affine uncertain system is analysed.
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