dissipative system 中文意思是什麼

dissipative system 解釋
耗能系統
  • dissipative : adj. 1. 消散的。2. 消耗（性）的，浪費的。3. 放蕩的。
  • system : n 1 體系，系統；分類法；組織；設備，裝置。2 方式；方法；作業方法。3 制度；主義。4 次序，規律。5 ...
  1. The dissipative structure in an enterprise management system

    企業管理中的耗散結構
  2. Dissipative structure analysis of teacher education system

    教師教育系統的耗散結構分析
  3. Research on entropy change model for enterprise system based on dissipative structure

    基於耗散結構的企業系統熵變模型
  4. At first, we expound the existence and development of dissipative system depends on continuous negative entropy flows based on the theory of dissipative system and entropy

    摘要首先基於耗散系統的熵理論，闡明耗散系統的存在與發展依賴于源源不斷的負熵流。
  5. However, if chinese manufacturing industry - huge dissipative system want to develop, it need the technology and method system of industrial engineering as its negative entropy flows

    而中國的製造業這個大耗散系統要想發展，必然需要以工業工程的技術和方法體系作為負熵流。
  6. Entropy analyses and distinguishing of industrial ecological system evolution based on dissipative structure theory

    工業生態系統演化的耗散結構理論分析
  7. 2. 1nput - to - state stable theory is a new area of dissipative system theory, we propose some theoretic results and investigate their applications

    輸入到狀態穩定原理是耗散系統原理的新近發展，我們對其進行理論補充並探討新結論的應用。
  8. The model of electronic circuit is described by a piecewise - continuous concatenation of a dissipative map and a conservative map, which is addressed as a " semi - dissipative system "

    帶耗散性元件的過電壓保護電路模型由一個保守映象和一個耗散映象耦合而成的分段光滑映象描述，我們稱該系統為「半耗散系統」 。
  9. For recent years, although a great many important results have been achieved in the field of robust stabilization and stabilization design of nonlinear systems based on dissipative system theory, many researches remain to be done

    最近一段時期，基於耗散系統原理的非線性系統魯棒鎮定和鎮定設計取得了許多重要成果，但仍然有待深入。
  10. A view on the dissipative structure of technology system evolvement

    技術系統演化的耗散結構觀
  11. The system ' s behavior usually is determined by the mixed dissipative properties in a long time or large ranges

    系統大范圍、長時間的行為經常由系統的混合耗散性支配。
  12. The contributions of this dissertation consist of the following : 1. passivity theory is an important component of dissipative system theory, we investigate its applications to robust stabilization and stabilization design

    無源性原理是耗散性原理的重要組成部分，我們探討了該原理在魯棒鎮定和鎮定設計中的應用。
  13. Also, jian wang and xiao - ling ding found a special property named " quasi - dissipative " in a system concatenated by two area - preserving maps. the system can be viewed as a model of an electronic relaxation oscillator with over - voltage protection

    王健、丁曉玲等人在一個描述有過壓保護功能的電子張弛振子的分段光滑保面積映射中發現了一種被稱為「類耗散性」的特殊性質。
  14. Usually the area in parameter space, in phase - space and in the types of phenomena where traditional dissipative properties or quasi - dissipative properties dominate is confined, but the confined behavior often shows a great influence on the characteristics of the system

    系統完全由傳統耗散性或類耗散性主宰的參數、相空間范圍和現象是局限的，然而這種局限行為往往對系統的特點有重要影響。
  15. We suggest to study a special kicked rotor moving in a piecewise continuous force field. when adjusting a control parameter the system displays a transition from conservative to quasi - dissipative, and a change of a stochastic web formed by the set of the images of the discontinuous borderlines to a transient stochastic web

    它在一個控制參數連續改變時可以演示從分段連續保守系統向類耗散系統的連續過渡，從而展現不連續邊界象集隨機網向一個瞬態隨機網，以及網上的無邊界混沌擴散運動向局域規則運動的轉變。
  16. The numerical results from the phase portraits, the period - doubling bifurcation and the poincare sections show that external stochastic excitation always masks the regular motions of a deterministic system and plays a dissipative role to the motions of the system, which causes the chaotic motions of the system to arise easily, though the period - doubling bifurcation is delayed

    系統的相圖、倍周期分岔圖以及龐加萊映射圖等方面的數值結果表明，外加隨機激勵的作用往往掩蓋原確定性系統內在的規則運動，對原確定性系統的運動具有較典型的分散作用，可延緩系統的倍周期分岔，也可使得系統內在隨機行為提前發生，即可使得系統更容易出現混沌運動。
  17. Analysis of dissipative structure characteristic of slurry system

    熵變方程在煤泥水澄清體系應用的初步分析
  18. Main contents as follows : a series of concepts and theorem involved in the paper on chaotic dynamical systems are discussed, such as dynamical systems, optimization arithmetic, phase space & orbit, li - york law, chaos control and so on. in order to understand chaos theory, chaotic evolving law of logistic equation is addressed in detail. logistic equation is a simple nonlinear dissipative system

    包括： （ 1 ） logistic非線性迭代方程的分岔； （ 2 ）分岔圖的標度性和自相似性； （ 3 ）一維lyapunov指數計算方法； （ 4 ）控制參量對系統演化的作用； （ 5 ）初值敏感性數值模擬； （ 6 ）其它幾種非線性系統的混沌演化特性測試。
  19. In this paper, according to the integrated approach, which is qualitative and quantitative, some fundamental research on the complexity of the urban resource - environment system were done with the application of the dissipative structure theory

    本論文按照從宏觀角度出發、定性與定量相結合的綜合集成的方法，運用耗散結構理論相關理論與方法，對城市資源與環境系統的復雜性進行了初步的探索。
  20. The existence of an attractor is one of the most important characteristics for a dissipative system, the long - time dynamics is completely determined by the attractor of the system

    在這種耗散型的無窮維動力系統中，吸引子的存在性是最重要的特徵之一，系統的長時間性態完全被系統的吸引子所決定。
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