随着工业生产技术的迅猛发展，机械臂在制造业中的地位越来越突出。因此与其相关的运动学、动力学建模及控制问题也成为国内外研究的热点话题。本文在建立机械臂运动学与动力学模型的基础上，进行了机械臂的末端轨迹跟踪控制的研究，具体内容如下： 首先，对机械臂在各领域的国内外研究现状进行了综述，并重点介绍了工业机械臂和空间机械臂的研究现状。 其次，建立了二自由度机械臂的动力学和运动学模型，为机械臂控制工作奠定基础。 然后，针对二自由度机械臂设计PD控制器，并基于S函数在MATLAB中搭建Simulink控制图，对采用PD控制的机械臂的轨迹跟踪性能进行了仿真研究。 最后，为了使机械臂控制系统具有鲁棒性，设计了滑模控制器，并将PD控制与滑模控制两种控制方法的仿真结果进行对比。

滑模变结构控制MATLAB仿真（第3版）+基本理论+先进控制系统设计方法，上下册高清图书分享给大家，共同学习。

滑模变结构控制MATLAB仿真(第2版)（源代码） 《滑模变结构控制matlab仿真（第2版）》共11章，主要内容包括滑模变结构控制发展综述、连续系统滑模控制、自适应鲁棒滑模控制、欠驱动系统滑模控制、反演及动态面滑模控制、基于滤波器及观测器的滑模控制、离散系统滑模控制、模糊滑模控制、神经滑模控制和机械手滑模控制.

主要用于学习滑膜控制，里面包含了MATLAB.m文件和simulink仿真，是一个完整的控制类项目。

磁悬浮 控制系统的滑模变结构控制 simulink仿真图

滑模变结构控制MATLAB仿真基本理论与设计方法 仿真程序，为数不多的基本滑膜教材的代码，可以参考的学习理论和加深理解

滑模变结构控制MATLAB仿真 第3版 基本理论与设计方法pdf+仿真程序 本书从MATLAB仿真的角度系统地介绍了滑模变结构控制的基本理论、基本方法和应用技术，是作者多年来从事控制系统教学和科研工作的结晶，同时融入了国内外同行近年来所取得的新成果。 本书是在第2版基础上修改而成的，并增加了部分内容。全书共分12章，包括滑模变结构控制发展综述、连续系统滑模控制、自适应鲁棒滑模控制、基于干扰及输出测量延迟观测器的滑模控制、反演及动态面滑模控制、基于滤波器及状态观测器的滑模控制、模糊滑模控制、神经滑模控制、离散系统滑模控制、基于LMI的滑模控制、Terminal滑模控制。每种控制方法都利用MATLAB程序进行了仿真分析。 本书各部分内容既相互联系又相对独立，读者可根据自己需要选择学习。

基于趋近律的线性滑模matlab仿真，可实现4种趋近律的不同仿真 供学习参考

[此书为滑模控制国外经典教材，《Sliding Mode Control:Theory and application》，作者C Edwards, S Spurgeon] In the formation of any control problem there will be discrepancies between the actual plant and the mathematical model for controller design. Sliding mode control theory seeks to produce controllers to over some such mismatches. This text provides the reader with a grounding in sliding mode control and is appropriate for the graduate with a basic knowledge of classical control theory and some knowledge of state-space methods. From this basis, more advanced theoretical results are developed. Two industrial case studies, which present the results of sliding mode controller implementations, are used to illustrate the successful practical application theory.

Sliding Modes in Control and Optimization (英语) Vadim I. Utkin (作者) 高清电子版 The book is devoted to systems with discontinuous control. The study of discontinuous dynamic systems is a multifacet problem which embraces mathematical, control theoretic and application aspects. Times and again, this problem has been approached by mathematicians, physicists and engineers, each profession treating it from its own positions. Interestingly, the results obtained by specialists in different disciplines have almost always had a significant effect upon the development of the control theory. It suffices to mention works on the theory of oscillations of discontinuous nonlinear systems, mathematical studies in ordinary differential equations with discontinuous righthand parts or variational problems in nonclassic statements. The unremitting interest to discontinuous control systems enhanced by their effective application to solution of problems most diverse in their physical nature and functional purpose is, in the author's opinion, a cogent argument in favour of the importance of this area of studies. It seems a useful effort to consider, from a control theoretic viewpoint, the mathematical and application aspects of the theory of discontinuous dynamic systems and determine their place within the scope of the present-day control theory. The first attempt was made by the author in 1975-1976 in his course on "The Theory of Discontinuous Dynamic Systems" and "The Theory of Variable Structure Systems" read to post-graduates at the University of Illinois, USA, and then presented in 1978-1979 at the seminars held in the Laboratory of Systems with Discontinous Control at the Institute of Control Sciences in Moscow.