Description: < 控制系统计算机辅助设计--MATLAB语言与应用>>系统地介绍了国际控制界最流行的控制系统计算机辅助设计语言MATLAB，侧重于介绍MATLAB语言编程基础与技巧、数学问题的MATLAB求解、线性系统计算机辅助分析、控制系统与其他复杂系统的Simulink建模，控制系统的计算机辅助设计方法，包括串联控制器、状态反馈控制器、多变量系统频域设计、PID控制器设计、最优控制器设计、LQG/LTR控制器设计、H2=H1 最优控制、分数阶控制、自适应控制、模糊控制、神经网络控制、遗传算法优化控制等。本电子文档为其源码光盘内容，源码多多，利于学习参考。-"" Control System for Computer-Aided Design- MATLAB language and application of "" a systematic introduction to the international control of world s most popular computer-aided control system design language MATLAB, introduced the MATLAB language programming focusing on the foundation and skills, the MATLAB mathematical problem solving, computer-aided analysis of linear systems, control systems and other complex systems Simulink modeling, control system, computer-aided design methods, including serial controller, state feedback controller, multi-variable system, frequency-domain design, PID controller design, optimal controller design, LQG/LTR controller design, H2 = H1 optimal control, fractional order control, adaptive control, fuzzy control, neural network control, genetic algorithm to optimize control. This electronic document its source code CD-ROM content, source code lot, conducive to learning for reference. Platform: |
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Author:任勇 |
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Description: FPGA Implementation of QFT based Controller for
a Buck type DC-DC Power Converter and
Comparison with Fractional and Integral Order PID
Controllers Platform: |
Size: 823296 |
Author:Revathy |
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Description: 分数阶pid控制器、最新参考文献，工业上新型控制器，文献包含控制器的设计、性能分析、工业应用现状、控制器参数整定方法。是目前研究与应用的热点-Fractional pid controller, the latest references, industry new controller, the literature contains the controller design, performance analysis, industrial application status, the controller parameter tuning methods. Is currently a hot research and application Platform: |
Size: 11314176 |
Author:凌钥薪 |
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Description: In this paper, a fractional order PID controller
is investigated for a position servomechanism control system considering actuator saturation and the shaft torsional flexibility. For actually implementation, we introduced a modified approximation method to realize the designed fractional order
PID controller. Platform: |
Size: 570368 |
Author:john1990 |
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Description: Digital version of Fractional-Order PID Controller (DFOC) of the form:
C(s) = K + Ti/s^m + Td*s^d for given sampling period Ts [sec].
For more details and help write:
>> help DFOC Platform: |
Size: 1024 |
Author:islem |
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