中国电机工程学报
中國電機工程學報
중국전궤공정학보
ZHONGGUO DIANJI GONGCHENG XUEBAO
2011年
36期
131-137
,共7页
周新秀%房建成%刘刚%张然
週新秀%房建成%劉剛%張然
주신수%방건성%류강%장연
谐波扰动%线性矩阵不等式%非线性干扰观测器%变结构控制%磁悬浮
諧波擾動%線性矩陣不等式%非線性榦擾觀測器%變結構控製%磁懸浮
해파우동%선성구진불등식%비선성간우관측기%변결구공제%자현부
harmonic disturbance%linear matrix inequality%nonlinear disturbance observer%variable structure control%magnetically suspended
为抑制谐波扰动对控制系统的影响,对频率时变的谐波扰动进行分析,提出两种针对频率时变的谐波扰动的抑制方法:线性反馈方法与基于非线性干扰观测器的方法。线性反馈方法依据于线性矩阵不等式理论,将频率变化的谐波扰动分解为频率固定的谐波扰动与非线性不确定项,采用一般的干扰观测方法对固定频率扰动进行观测,并采用线性反馈方法对非线性不确定项进行抑制。基于非线性干扰观测器的方法直接对谐波扰动进行观测,并采用鲁棒控制器进行干扰补偿。采用李亚普诺夫理论来验证扰动抑制方法的稳定性。将两种扰动抑制方法应用于磁悬浮飞轮电机控制系统,通过仿真与实验结果表明,两种方法具有很好的扰动抑制能力。基于非线性干扰观测器的扰动抑制方法依据扰动的特性设计,具有更好的动态、稳态特性与鲁棒性。
為抑製諧波擾動對控製繫統的影響,對頻率時變的諧波擾動進行分析,提齣兩種針對頻率時變的諧波擾動的抑製方法:線性反饋方法與基于非線性榦擾觀測器的方法。線性反饋方法依據于線性矩陣不等式理論,將頻率變化的諧波擾動分解為頻率固定的諧波擾動與非線性不確定項,採用一般的榦擾觀測方法對固定頻率擾動進行觀測,併採用線性反饋方法對非線性不確定項進行抑製。基于非線性榦擾觀測器的方法直接對諧波擾動進行觀測,併採用魯棒控製器進行榦擾補償。採用李亞普諾伕理論來驗證擾動抑製方法的穩定性。將兩種擾動抑製方法應用于磁懸浮飛輪電機控製繫統,通過倣真與實驗結果錶明,兩種方法具有很好的擾動抑製能力。基于非線性榦擾觀測器的擾動抑製方法依據擾動的特性設計,具有更好的動態、穩態特性與魯棒性。
위억제해파우동대공제계통적영향,대빈솔시변적해파우동진행분석,제출량충침대빈솔시변적해파우동적억제방법:선성반궤방법여기우비선성간우관측기적방법。선성반궤방법의거우선성구진불등식이론,장빈솔변화적해파우동분해위빈솔고정적해파우동여비선성불학정항,채용일반적간우관측방법대고정빈솔우동진행관측,병채용선성반궤방법대비선성불학정항진행억제。기우비선성간우관측기적방법직접대해파우동진행관측,병채용로봉공제기진행간우보상。채용리아보낙부이론래험증우동억제방법적은정성。장량충우동억제방법응용우자현부비륜전궤공제계통,통과방진여실험결과표명,량충방법구유흔호적우동억제능력。기우비선성간우관측기적우동억제방법의거우동적특성설계,구유경호적동태、은태특성여로봉성。
To weaken the impact of harmonic disturbance on control system, the harmonic disturbance whose frequency is time-varying was analyzed. Two methods were proposed to suppress the harmonic disturbance: linear feedback method and nonlinear disturbance observer method. The linear feedback disturbance rejection method was based on linear matrix inequalities theory. In this method the harmonic disturbance was decomposed into fixed-frequency harmonic disturbance and nonlinear uncertainties. The fixed-frequency harmonic disturbance can be estimated by general disturbance observer, and the nonlinear uncertainties can be suppressed by linear feedback. In the nonlinear disturbance observer method, harmonic disturbance was observed directly and compensated by robust controller. The stability of two methods was analyzed by Lyapunov theory. The validity of the proposed control techniques was verified through simulation and experimental results, from which we can see the two methods had good disturbance rejection capability. In addition, the nonlinear disturbance observer method was designed based on the characteristics of harmonic disturbance. It has better dynamic/static performance and robustness.