- 分道揚鑣理論
- theory: n. 1.理論，學理，原理。 2.學說，論說 (opp. ...
- decoupling: 拆離; 分解; 解耦合; 去偶合; 去耦合; 去耦元件; 退偶; 退耦；解耦；去耦；脫離
- af decoupling: 聲頻去耦
- by-pass decoupling: 旁路去耦
- decoupling ability: 去耦能力
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decoupling theory中文什么意思
- 分道揚鑣理論
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- These decoupling theories are : the decoupling control theory which was firstly put forward by morgan ; the decoupling control theory based on eigenstructure assignment and the decoupling theory based on h control
這三種解耦理論分別是：基于morgan問題的解耦控制，基于特征結構配置的解耦控制和基于h _的解耦控制理論。 - In this dissertation , the linear multivariable system with uncertainty is regarded as the main research object . we lucubrate three representational decoupling theories , and carry out the in - depth analysis and comparison from two sides : the stability robustness and decoupling performance
本文以不確定性線性多變量系統為研究對象，深入探討了三種具有代表性的解耦理論，并進行了魯棒性與解耦性的分析和比較。 - This paper also use non - linear feedback decoupling theory to decouple die vector - control close - loop system into linear decoupling of rotor speed and rotor flux linkage subsystems . the speed regulator and flux linkage regulator of these two linear subsystems can be designed with classical linear theory
本文同時還應用非線性反饋解耦理論將矢量控制的閉環系統分解為線性化的轉速子系統和轉子磁鏈子系統，兩個子系統中的速度調節器和磁鏈調節器可按線性理論設計。 - Firstly , a two - dimensional decoupling theory is developed when colored noise is included in a nonlinear dynamical system . by a functional analysis , the colored noise is transformed to an effective noise that includes the noise correlation time , the mean dynamical variable , and the original noise strength
首先，我們發展了分析非線性系統中色噪聲的二維退耦理論，通過泛函分析，將二維非線性系統中的色噪聲變換成含有噪聲關聯時間、噪聲強度和系統變量平均值等參量的有效噪聲。 - When the two - dimensional decoupling theory is applied to a single - mode laser system , it is shown that there is relatively large fluctuation in the phase when the laser undergoes from thermal light to coherent light . it is shown that increasing the noise correlation time t can also reduce the fluctuation in the phase of the laser light
將二維退耦理論應用到單模染料激光系統中時，我們還發現，當系統運行在從熱光場到相干光場的過渡過程中時，系統的位相存在相對較大的漲落，增加噪聲關聯時間可以抑制激光場的位相漲落。