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So, We should research on systematic reflection and systematic theory, which can guide money-input of informatization construction more healthy and orderly.The thesis is based on the theories and methods of system science, dissipative structure, and etc. It combines theory with practice to analyse money-input of urban informatization construction by the numbers.

本文的研究以系统科学、耗散结构理论的方法为指导,采用理论分析和实践总结相结合的方式对城市信息化的资金投入进行系统性的分析和研究,并运用获得的结论对重庆市城市信息化建设的实际情况进行分析。

Based on the assumption of water resources system is a dissipative structure,the water is regarded as a sequential parameter to describe the sequence and evolution direction of system.

水资源系统是一耗散结构,本文以水资源量作为序参量,来描述水资源系统的有序性和演化方向。

Second-order-accuracy non-oscillatory and non-free-parameters dissipative finite difference scheme and explicit time-marching method were used to obtain numerical solutions.

采用二阶精度无波动、无自由参数的耗散差分格式和显式时间推进法求出数值解。

We find that dissipative particle dynamics simulation method is an important and suitable method to study physical gelation behaviour.

另外,在P123的水溶液体积分数为40%时,研究了凝胶随着时间发展的形成过程。

The results show that the ratio of the released elastic energy to the damage dissipative energy can be served as a sensitive precursor of catastrophe. Furthermore the value of the non-dimensional ratio has a similar tendency to be 1 with different responses in the two failure modes, that is, the response function R always decreases in the gradual mode, while increases and tends to be infinite at the catastrophic point of the failure.

研究发现在灾变性破坏和非灾变性的渐进式破坏两种失效模式中,虽然系统中卸载所贡献的弹性能增量与损伤消耗和释放的能量增量的比值都有趋向于1的趋势,但是两者的趋近方式不同:灾变性破坏时表征能量比随控制变量变化特征的响应函数R有一个上升段,在灾变破坏点$R$趋向于无穷大,而非灾变性破坏中$R$始终是减小的。

Chapter 4, consider the periodic initial value problem of a dissipative gen-eralized KdV equations. In section 4.2, the existence of global smooth solution of this problem is proved and the existence of the global attractors is obtained.

第三章,考虑高维的非齐次GBBM方程的初边值问题,建立与时间t无关的一致先验估计,证明了整体光滑解和整体吸引子的存在性。

Based on the theory of system methoelogy,cybernetics,dissipative structure and synergenics,the coupling study on forest ecosystem and forestry industry generally grasps their casual link and gradually analyzes the mechanism of control and coordination of their intercorrelation and interaction.

以期构建一个符合国情的森林生态与林业产业耦合理论体系,对加快林业发展,实现山川秀美的宏伟目标有所裨益。

The second section: Under the conditions of nonlinear boundary controbility, we consider the initial boundary value problem of Camassa—Holm equations with dissipative. By using the contractive mapping fixed point theorem and a priori estimates, the existence of global smooth solution, global attractor in H〓, time periodic solution or almost-periodic solution and the global exponential stability are proved.

第二部分:在非线性控制边界条件之下,对于带耗散项的Camassa—Holm方程的初边值问题,用压缩映射不动点原理及先验估计方法,证明了整体光滑解的存在性、整体解的指数稳定性、H〓空间中整体吸引子的存在性以及时间周期解和殆时间周期解的存在性。

A dissipative dynamic model of microcrack evolution is presented on base of a physical mechanism of growth-initiation-growth.

基于生长—触发—生长的物理机制,提出了一种耗散型微裂纹演化的动力学模型。

Dissipative structure has been applied in the study of dissociation of minerals, dynamics of hydrothermal mineralization, genesis of migmatite, structure and motions of the earth' s crust and mantle and so on.

耗散结构已应用于矿物离解过程、热液成矿作用动力学、混合岩成因以及地壳地幔的结构和运动等的研究。

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