%0 Journal Article
%T 基于ADAMS和MATLAB的Stewart并联机器人模糊自适应PID控制仿真<br>Simulation for Stewart Parallel Robot with Fuzzy Self-Tuning PID Controller Based on ADAMS and MATLAB
%A 樊雍超
%A 李跃松
%A 于群
%A 聂源
%A 王帅
%A 李乃强
%J Instrumentation and Equipments
%P 63-71
%@ 2332-7006
%D 2015
%I Hans Publishing
%R 10.12677/IaE.2015.33009
%X 为降低模型建立的难度，本文基于ADAMS建立了六自由度Stewart并联机构模型，并在模糊PID控制理论的基础上建立了模糊PID控制器的Simulink控制方框图，运用联合仿真技术对Stewart并联机器人位置的模糊PID控制性能进行仿真。通过研究得出，从最低升到最高处的阶跃响应的峰值响应时间约为0.25 s，稳态误差小于0.01 m，其控制器比例系数在衰减后上升，最后稳定在2.68附近，积分参数起时为0，在0.05 s时迅速上升，最后稳定在0.08附近。<br />
<span style=\"text-align:justify;font-size:12px;line-height:1.5;\">In
order to obtain the simulation model, the model of Stewart parallel mechanism
is established with the help of ADAMS; the Stewart parallel robot system with </span><a name=\"OLE_LINK48\"></a><span style=\"text-align:justify;font-size:12px;line-height:1.5;\">fuzzy self-tuning PID controller is given based on Simulink.
Stepping from </span><span style=\"text-align:justify;font-size:12px;line-height:1.5;\">Z </span><span style=\"text-align:justify;font-size:12px;line-height:1.5;\">= 0 to </span><span style=\"text-align:justify;font-size:12px;line-height:1.5;\">Z </span><span style=\"text-align:justify;font-size:12px;line-height:1.5;\">= 1 m, peak time of Stewart parallel
robot is 0.25 s, and steady state error is less than 0.01 m. The proportional
coefficient is rising to 2.68 after declining. At first, integral coefficient
is zero, and it rises to 0.08 quickly at 0.05 s.</span><br />
%K Stewart并联机构，机器人，模糊PID控制，联合仿真<br>Stewart Parallel Mechanism
%K Robot
%K Fuzzy PID Control
%K Union Simulation
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=15985