minimum phase system 中文意思是什麼
minimum phase system
解釋
最小相位系統-
The rational transient process is set by the improving td based on the classical pid controller, which effectively reduces undershoot of non - minimum phase system
使之用於功率設定值變化的水輪發電機組有功功率控制中，模擬結果表明了該方法的有效性。 -
We design the qmf based on the criteria of minimum frequency bandwidth and the qmf that possess linear phase, and give a example of a signal decomposed and restructured. 4. in the research of channel dropping filters, we use 5 rank butterworth filter to approach the digital filter. we design lc unpower netwok and rc power network. we manufacture lc lowpass and highpass filter ， and test their performance ; we simulate the appliance of the channel dropping filters in the system
4 .在頻帶分割濾波器的設計方法中，用5階巴特沃斯濾波器逼近最小頻寬正交鏡像濾波器，對無源和有源濾波器進行了模擬設計；設計並製作了無源lc低通和高通濾波器，測試了它們的性能；並對分割濾波器在系統中的應用進行了計算機模擬。 -
Simple recurrent neural network control for non - minimum phase nonlinear system
非最小相位非線性系統的簡單遞歸神經網路控制 -
Multivariable decoupling controller using multiple models for a non - minimum phase system
一類非最小相位系統的多變量多模型解耦控制器 -
When ( c, a, b ) is a minimum phase system with relative degree r > 1, we present a new method of constructing a dynamic compensator such that the closed loop system is asymptotically stable
當系統的確定性部分為最小相位系統時，提出了一種構造動態補償器的新方法。 -
Electro - hydraulic regulating system of turbine is a non - linear time - varied minimum phase system
水輪機調節系統是一個非線性、參數時變的非最小相位系統。 -
Based on the theory of passive system, we studied the essential conditions, by which chaotic dynamical system was equivalent to passive system. through theoretic proving, we found that using state feedback could make the passive system stable. based on passive equivalence theory, we proved that weakly minimum phase nonlinear system and minimum phase nonlinear system transformed by chaotic system having relative degree 1 could be globally asymptotically stabilized by smooth state feedback
介紹了無源系統的基本性質及其意義，利用無源性網路理論，分析並推導了一般的混飩動力學系統等效為無源系統所必需的基本條件，從理論上證明了無源系統的可控性? ?利用簡單的狀態反饋即可實現無源系統的穩定控制，從而實現了將最小相位混飩系統及弱最小相位混」飩系統等效為無源系統，即構造混飩系統的控制器，將混飩系統配置為無源系統，實現混飩系統的穩定性控制。 -
An unstable process is transformed into a minimum - phase system through mirror - injection, then solve the robust controller using closed loop gain shaping algorithm
通過鏡像映射將非穩定過程轉換成最小相位系統，然後用閉環增益成形演算法求解魯棒控制器。 -
Minimum phase shift system
最小相移系統 -
In addition, morse proved that tenable system must be a minimum phase system. for linear time varying systems, tskalis and loannou ( 1992, 1989 ) proposed mrac design method
為了保證可調性，被控對象必須是最小相位的，對于線性時變系統， tskalis與ioannou 992 ， 1989 ）給出了模型參考自適應控制器的設計方法 -
For the continuous minimum phase system, narendra ( 1978, 1980 ) presented globally stabilized model reference adaptive control scheme, which later became a kind of generic design method of robust adaptive control
對于最小相位線性連續系， narendra （ 19781980 ）提出了全局穩定的模型參考自適應控制策略，其控制方案成為設計魯棒自適應控制器的一般方法 -
Abstract : in the nonminimum phase system, it contains the unstable zero, so the controller can " t be designed according to the ideal state. the mode of modified evaluate function addressed in this paper can promise the bounds and stability of the minimum variance control in nonminimum phase
文摘:對于非最小相位系統，因其含有不穩定的零點，所以不可以按理想狀態的情況構成控制器.提出修正目標函數的方法，可確保非最小相位時最小方差控制輸入的有界性和穩定性 -
The research shows that the attitude control system and the conventional acceleration control system are all minimum phase systems, but the pure acceleration control system is a nonminimum phase system
研究表明，姿態控制系統和傳統的加速度控制系統都是最小相位系統，但純加速度控制系統卻是一種非最小相位系統。 -
Fanally, the stability of an overload - control system is also researched, the research shows it is a minimum phase system ; consequently it solves the problem of nonminimum phase of pure acceleration control
最後，對過載控制系統也進行了穩定性研究，表明它是最小相位系統，從而解決了純加速度控制的非最小相位問題。 -
Based on the multivariable nonlinear control systems theory, the pseudo - linearization method was applied to design the control law for the controlled system with nonlinear and non - minimum - phase characteristics and to realize the state feedback linearization of the controlled system
摘要將多變量非線性控制理論中的偽線性化方法，應用於具有非線性、非最小相位特性控制系統的控制規律的設計，實現了被控對象的狀態反饋線性化。 -
Minimum phase system
最小相位系
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