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piecewise linearization相关的网络例句

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This paper adopted a course keeping nonlinear robust controller based on closed-loop gain shaping algorithm and exact feedback linearization algorithm and a speed robust controller which was based on closed-loop gain shaping algorithm.

该文采用基于闭环增益成形算法和精确反馈线性化算法的航向保持非线性鲁棒控制器与基于闭环增益成形算法的速度鲁棒控制器。

For a nonlinear course keeping system for ships, a kind of nonlinear robust PID is presented, which is based on an exact feedback linearization and a closed-loop gain shaping algorithm. The nonlinear PID controller is constituted of a nonlinear items with a robust PID controller.

针对非线性船舶航向保持系统,给出一种基于精确反馈线性化和闭环增益成形算法的非线性鲁棒PID控制器,该非线性PID控制器由非线性函数项和鲁棒PID控制器组成。

In order to eliminate the influence caused by the nonminimum phase characteristic of a common Boost DC/DC converter, Viswanathan K has proposed a novel tristate Boost DC/DC converter. For enhancing performance, the statespace averaging model of this converter was first presented in this paper. Due to the nonlinear nature in this model, an inputoutput feedback linearization technique was adopted, and a complete controllable linear system was obtained. Then a statefeedback control strategy was designed based on this linear system. Simulation results show that the proposed control strategy can assure constant output voltage in a wide range, so as to realize the stability of the system during large fluctuation of power supply and load disturbance. Good dynamic performance can also be achieved.

针对 Viswanathan K为消除普通BOOST DC/DC变换器的非最小相位特性而提出的三态Boost DC/DC变换器,为进一步提高这种电路拓扑的性能,在建立了变换器状态空间平均模型的基础上,针对其多变量、非线性特点,采用输入输出线性化将其转化为一个完全可控的线性系统,在此基础上应用现有成熟的线性控制策略进行了控制系统的设计,并且采用MATLAB进行仿真验证,结果表明:这种非线性控制策略可以确保输出电压在大范围内恒定可调,且即使存在大范围扰动(输入电压和负载变化均较大)的情况下,系统也可以确保稳定性和良好的动态性能。

To solve the coupled wave function of nonlinear recording hologram, the linearization method was advanced, and two modulating models of refractive index were adopted, the convex curve and the concave curve.

采用折射率调制特性为上凸型和下凹型的调制曲线,提出了线性化求解非线性记录全息图耦合波方程的方法。

According to the consistent linearization dynamic equations, the applied range of the conventional modeling method is disclosed.

根据一致线性化动力学模型,得出了传统动力学建模方法的适用范围。

Based on this method, the consistent linearization dynamic equations of flexible body including"dynamic stiffening terms" are established.

以该方法为基础,建立了包含"动力刚化项"的柔性体一致线性化动力学模型。

Based on the summation of numerical solutions of the free water surface seepage flow, a new concept called Regional Identification Function is put forward. It is pointed out that the reason why the initial flow method is unstable is that the RIF is discontinuous. Linearization continuity method for the RIF is suggested and then a revised initial flow method is presented.

在总结现有自由面渗流求解方法的基础上,提出了区域识别函数的新概念,指出区域识别函数不连续是导致初流量法解不稳定的主要原因,并对此函数进行了线性微调,提出了改进初流量法。

Then analyzed has compared the contravariant controller control strategy, in established in the SPWM inversion linearization model foundation to analyze the necessity which double-circle controlled, and in controlled in the link to introduce the PID adjustment, enhanced the control the dynamic response ability and the system stability, enhanced the power source the load compatibility and the output stability.

接着分析比较了逆变控制器的控制策略,在建立了SPWM逆变器的线性化模型基础上分析了双环控制的必要性,并在控制环节中引入PID调节,来提高控制的动态响应能力和系统的稳定性,以提高逆变电源的负载适应性和输出的稳定性。

A mathematic model of topology problem is built, sensitivity analyzed and Convex Linearization method used for optimization solution.

建立了拓扑优化问题的数学模型,进行了灵敏度分析,采用CONLIN算法进行优化迭代求解,并介绍了消除数值不稳定现象棋盘格的方法。

To this kind of system, by using the concept of feedback linearization and relative degree , a theorem called RD decomposition is proposed.

针对这类系统,借助于反馈线性化和相对度的概念,提出了块对角结构的相对度分解定理。

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