西南交通大学学报
西南交通大學學報
서남교통대학학보
JOURNAL OF SOUTHWEST JIAOTONG UNIVERSITY
2015年
2期
241-246
,共6页
磁轴承%PID控制器%数字滤波器%稳定性
磁軸承%PID控製器%數字濾波器%穩定性
자축승%PID공제기%수자려파기%은정성
magnetic bearing%PID controller%digital filter%stability
为了减少电磁轴承控制中测量噪声的干扰,提高电磁轴承控制的稳态精度,以立式电机的主动控制电磁轴承为研究对象,分析了测量噪声对传统PID控制的影响,并针对一阶不完全微分PID控制和传统PID控制不能满足系统控制性能要求的情况,提出一种基于二阶不完全微分 PID控制的改进算法。采用 MATLAB的Simulink搭建了仿真模型,利用C语言和磁轴承控制平台进行了算法的试验验证。仿真和试验结果表明,改进的算法能够改善磁轴承系统的静态性能,气隙的稳态误差约为20μm,比传统PID、带一阶滤波器的不完全微分PID减小了约50%(30μm),证明了该算法的有效性。
為瞭減少電磁軸承控製中測量譟聲的榦擾,提高電磁軸承控製的穩態精度,以立式電機的主動控製電磁軸承為研究對象,分析瞭測量譟聲對傳統PID控製的影響,併針對一階不完全微分PID控製和傳統PID控製不能滿足繫統控製性能要求的情況,提齣一種基于二階不完全微分 PID控製的改進算法。採用 MATLAB的Simulink搭建瞭倣真模型,利用C語言和磁軸承控製平檯進行瞭算法的試驗驗證。倣真和試驗結果錶明,改進的算法能夠改善磁軸承繫統的靜態性能,氣隙的穩態誤差約為20μm,比傳統PID、帶一階濾波器的不完全微分PID減小瞭約50%(30μm),證明瞭該算法的有效性。
위료감소전자축승공제중측량조성적간우,제고전자축승공제적은태정도,이입식전궤적주동공제전자축승위연구대상,분석료측량조성대전통PID공제적영향,병침대일계불완전미분PID공제화전통PID공제불능만족계통공제성능요구적정황,제출일충기우이계불완전미분 PID공제적개진산법。채용 MATLAB적Simulink탑건료방진모형,이용C어언화자축승공제평태진행료산법적시험험증。방진화시험결과표명,개진적산법능구개선자축승계통적정태성능,기극적은태오차약위20μm,비전통PID、대일계려파기적불완전미분PID감소료약50%(30μm),증명료해산법적유효성。
In order to reduce the interference of measurement noise and improve the steady-state precision of magnetic bearing control,the active magnetic bearing of a vertical motor was adopted to analyze the influence of measurement noise on the traditional PID control. Considering that the incomplete derivative PID controller with the first-order filter and the traditional PID controller cannot meet the requirement in performance of controlling the measurement noises,an improved algorithm for the incomplete derivative PID control with the second-order filter was proposed. A simulation platform was then built in Simulink of MATLAB,and the improved algorithm was verified experimentally on the active magnetic bearing platform using C programming language. Results of simulation and experiments show that the improved algorithm can improve the static performance of the magnetic bearing. Using the incomplete derivative PID controller with the second-order filter,the steady-state error of the air gap of the magnetic bearing was about 20 μm,reduced by nearly 50%(i. e. ,30 μm in magnitude) compared to the traditional PID controller and the incomplete derivative PID controller with the first-order filter. This proves the effectiveness of the improved algorithm.