抚顺新北方城南供热公司(已解密）

vc++ 向其他进程注入代码的三种方法........(To inject code into other processes of the three methods)

C++ Builder 核心编程技术C++ Builder 核心编程技术C++ Builder 核心编程技术C++ Builder 核心编程技术(Core C++ Builder programming C++ Builder core programming C++ Builder core programming C++ Builder core programming techniques)

详细讲解了卡尔曼滤波器及EKF,UKF,IMM等滤波器，有例子，有仿真(Explain in detail the Kalman filter and EKF, UKF, IMM and other filters, there are examples, a simulation)

nine level diode clamped inverter

本人学习重复控制时收集的大量相关学位论文，都很详细，对重复控制的掌握和实现很有参考价值。(There are a lot of thesis about the repititive control which are together by myself. they are useful for you to study and realize the repetitive control.)

this is benchmark of ASCE committee

该文档对于飞行程序进行了一些研究。能够体现目前飞行程序设计方面的主要编程技术(The documents are studied for flight program. To reflect the current major technology programming flight procedure design)

Visual C++实现德劳内三角网格划分(The Delaunay triangulation of Visual C++)

采用4阶龙格库塔法和10阶连分式欧拉法，数值计算、分析了分数阶阻尼Duffing系统的 动力学特性．利用相图、Poincare截面映射图和分岔图等非线性动力学分析方法研究了阻尼的分数 阶微积分阶数对Duffing系统动力学性能的影响，采用分岔图法研究了外部激励的幅值和频率变 化时分数阶阻尼Duffing系统的动力学行为．分析表明，分数阶阻尼的阶数在0．1～2．0发生变化 时，系统依次进入周期运动、混沌运动、周期运动、混沌运动和周期运动，并且在混沌运动区间中存 在着周期运动窗口，由周期运动进入混沌运动的倍周期过程比较明显，结果证实了阻尼的分数阶微 分阶数对系统的动力学特性影响比较大，因此在系统动力学设计和分析中应该重视．(Abstract：Nonlinear dynamics of Duffing system with fractional order damping is investigated。 The equations of fractional order damped Duffing system are established．The four-order Runge- Kutta method and ten-order CFE-Euler methods are performed tO solve the fractional order Duffing equations．The effects of fractional order on the system dynamics are proposed with phase di— agrams，bifurcation diagrams and Poincare map．The bifurcation diagram is utilized tO analyze the effect of excitation amplitude and frequency on Duffing system with fractional order damping． The analysis shows that the fractional order damped Duffing system exhibits period motion。cha— OS，period motion，chaos，period motion one by one when the fractional order change from 0．1 to 2．0．A period doubling route to chaos is appeared clearly．The numerical results verify the signif— icant effect of fractional order on system dynamics．It iS necessary to consider the fractional order of damping in the design and analysi)

求解时延微分方程，时延为固定时延，实现多个体的一致性(Solving delay differential equations, delay is a fixed time delay, multi-individual consistency)