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affine system
相关语句
  仿射系统
     Dynamical-Neural-Networks-based Nonlinear Affine System H∞ Control
     基于动态神经网络非线性仿射系统H_∞控制(二)
短句来源
     Dynamical-Neural-Networks-based Nonlinear Affine System H_∞ Contorl
     基于动态神经网络非线性仿射系统H_∞控制(一)
短句来源
     6. The problem of states estimate is converted into the one of extracting the differential and high orders differentials for nonlinear affine system.
     6.对非线性仿射系统,将状态估计问题转化为微分和高阶微分提取问题.
短句来源
     Finally, the authors proved that the Sontag-Type control based on the the WCLF is an input-to-state stabilizer of the affine system under a mild condition.
     文中还证明,在温和条件下,基于弱控制李雅普诺夫函数的Sontag_Type控制为仿射系统的输入到状态镇定控制.
短句来源
     Making full use of high order differential information extracted,an adaptive high order differential feedback controller is proposed,which does not depend on the model of SISO nonlinear affine system to a certain extent.
     利用提取的系统高阶微分信息,提出了自适应高阶微分反馈控制器. 某种程度上该控制器不依赖于单输入单输出(SISO)非线性仿射系统的模型.
短句来源
  “affine system”译为未确定词的双语例句
     Permanent magnet synchronous machine system is a nonlinear affine system.
     永磁同步电动机系统是一类仿射非线性系统.
短句来源
  相似匹配句对
     The Axiom System of Affine Geometry
     仿射几何的公理体系
短句来源
     SYSTEM
     系统
短句来源
     system;
     油气系统是最有利的系统 ;
短句来源
     CENTRAL PROJECTION OF THE AFFINE COORDINATE SYSTEM
     仿射坐标系的中心投影
短句来源
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  affine system
Necessary and sufficient conditions are given for an affine system to be amenable to such a conversion, along with an algorithm that checks for these conditions, and a procedure that converts those affine systems which can be converted.
      
The phase portrait of a control-affine system, being an almost complete feedback invariant, carries the information on time-optimality and controllability structure of the system.
      
Given a submanifold S of M, we study the local structure of time-optimal trajectories for the single-input control-affine system ?q = f(q) + ug(q) with the initial condition q(0) ∈ S.
      
We study controllability properties of the control-affine system whose uncontrolled part coincides with a universal unfolding of a Takens-Bogdanov singularity.
      
Conditions are derived when the affine system is stabilizable by a bounded control in a region, and a bound on this stabilization region is constructed using Lyapunov functions.
      
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The roughness and irregularity of the surfaces for the protein and enzyme are of fractal features, they may be characterized by fractal dimensions and mass exponents. The surface fractal dimensions calculated by variation method are different from those obtained by other methods, since the former is applicable to the self-affine system, thus the results reported in this paper are reliable for the surfaces. On the other hand, the fat fractal and multifractal features of proteins and enzymes are studied...

The roughness and irregularity of the surfaces for the protein and enzyme are of fractal features, they may be characterized by fractal dimensions and mass exponents. The surface fractal dimensions calculated by variation method are different from those obtained by other methods, since the former is applicable to the self-affine system, thus the results reported in this paper are reliable for the surfaces. On the other hand, the fat fractal and multifractal features of proteins and enzymes are studied by simulation. The surfce mass exponents are regarded to be another kinds of scaling exponents, and the spectrum f(α) Provides further detailed information about the surfaces of enzyme and protein. The applications of spectrum f(α) to the enzymatic reactions have been also discussed.

蛋白质和酶表面的粗糙性和不规则性具有分形特征.它们可用分形维数和质量指数来表征。用变分法计算的表面分形维数不同于用其它方法求出的值,因为变分法是适用于自仿射体系的,故本文所报导的结果对表面是可靠的.另一方面,对蛋白质和酶的胖分形和多重分形特征用模拟进行了研究。表面质量指数可视为另一种标度指数,谱f(α)提供了蛋白质和酶表面的更进一步信息.谱f(α)在酶反应体系中的应用也进行了讨论。

The stability of a generalized state-affine system is studied by means of the tensor-operator approach introduced by Banks and Chanane in 1988. This is a more generalized system than the linear analytic system they discussed in 1991.Besides, the approxination problem of Volterra series maps of this system is also touched upon.

采用由Banks与Chanane在1988年引入的张量算子方法,研究了广义状态仿射系统的稳定性,还讨论了这类系统的Volterra级数映射的近似问题。

local strong controllability of the affine system x=f(x)+sum from i=1 to mu_ig_i(x) is under consideration in this paper. It is shown that if the system satisfies the controllability rank condition at x_0 and the set of the accumulation points of the set {x|dim sp{g,(x)}system is locally strongly controllable at x_0.

本文讨论仿射系统的局部强可控性.文中证明了如果系统在x_0点满足可控性秩条件,并且集合{x|dim sp{g_i(x)}

 
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