vector coupling 中文意思是什麼
vector coupling
解釋
矢量耦合-
In the process of solving, poles are obtained from recurrent formula, modal vector are obtained from superposition formula not residuary. decoupled equation is derived when vibration source is part correlation, severely coupling appears in the process of input and output then frequency response function cannot directly get according to method mentioned above, decoupling is first problem
當輸入完全相關時，頻響函數無解，可繞過頻響函數，直接運用線性系統的迭加原理來求響應，極點由遞歸公式得出，模態矢量由疊加公式求出，而不是由留數求得的相應的公式。 -
The dissertation has been divided into three part : the method of scalar fem for calculating the scattering and coupling character of 2d cavities ; the high efficient algorithm of vector fem for the scattering and coupling character of 3d cavities ; the method of calculate caliber admittance matrix for high efficient algorithm to compute the scattering and coupling character body with open cavities
全文分別研究標量有限元邊界積分求解二維腔體電磁散射與耦合的計算方法，矢量有限元邊界積分求解三維腔體電磁散射與耦合的計算方法，同時針對含腔目標的高效求解問題提出了口徑導納矩陣的新的計算方法，提高了計算效率。 -
The effective coupling constants including isoscalar and mesons and isovector and mesons in the rmf are extracted from the dbhf results in symmetric and asymmetric nuclear matter. two sets of effective interactions in the rmf approach are deduced by imposing a condition, where the dbhf scalar and. vector self - energy or scalar self - energy and binding energy per nucleon at each density and asymmetry parameter are reproduced, respectively
為了使我們提取的有效相互作用能夠準確地再現出dbhf計算的核狀態方程以及密度依賴的不對稱能，我們採用第二種萬法提取有效介子核子耦合常數，即要求在對稱核物質中，每個密度處ilif計算出的標量自能及總結合能與dbhf給出的標量自能及總結合能一致，提取出。 -
Including the scalar lyapunov approach and the vector lyapunov approach. the two approaches are generally suitable for the large - scale system with weak coupling among subsystems
這兩種方法主要適用於子系統簡具有弱耦合的大系統的穩定性研究（及子系統間相互影響很小的系統） 。 -
The scalar lyapunov function approach and vector lyapunov function approach of stability for large - scale systems are analyzed. and it is pointed out that the restriction of these approaches are only suited for large - scale systems with week coupling among subsystems
對大系統穩定性的標量lyapunov函數法和向量lyapunov函數法作了分析，指出這些方法只適用於子系統間具有弱耦合的大系統的局限性。 -
Coupled - mode theory ( cmt ) has been developed from the orthogonal cmt to the nonorthogonal one as well as from the scalar cmt to the vector one during these scores of years. it was applied extensively in guided - wave optics as an effective mathematical tool for the analysis of the coupling between the modes. however, as far as we know, there has not been any report of the rigorous vectorial cmt in the relative publication at home and abroad
耦合模理論在這幾十年的發展歷程中，從正交耦合到非正交耦合，從標量耦合到矢量耦合，作為很有效的數學工具分析電磁場中的模式耦合，但據我們所知，嚴格的具有普遍適用性的非正交矢量耦合模理論還未見報道，因此耦合模理論還有待于進一步完善。 -
It realized the spatial interpolation software grounded on geostatistics seamlesslly integrated with the system using the way of oop and the technology of ole / activex based on com. using vector - grid spatial - overlap analysis to solve the limitation of the grid and general vector data structure in the course of creating prescription, it made fertilizer prescription founded on the main factor of soil nutrient and yield - target. also it effectively integrated comgis with exper t system using the technique of loose coupling
以面向對象的設計方法為基礎，利用「組件對象模型」基礎上ole / activex技術實現基於地統計學的空間插值軟體實現及與施肥處方系統的無縫集成；應用基於矢量網格的空間疊加分析方法解決柵格和常規矢量數據結構在處方生成中的局限，生成了基於土壤養分和目標產量為主要因素的施肥處方；利用鬆散耦合技術將comgis與施肥專家系統進行有效集成；充分考慮施肥機對施肥處方數據結構要求，在wgs - 84坐標系下採用具有柵格單元的矢量施肥處方。 -
Lastly, we have solved the problem of being not able to control coupling of active power and reactive power of bdfm independently by using the vector control and at the same time we provided a control equation with concise form and project easy to achieve
最後，利用矢量控制解決了無刷雙饋電機有功功率和無功功率相互耦合不能獨立控制的難題，並給出了形式簡潔的控制方程和易於實現的控制方案。 -
In allusion to the nonlinearity and strong coupling of multiphase pmsm, fuzzy vector control method is brought forward first in the paper. simulation is done on the multiphase system which is built previously. then fuzzy vector control is improved and get better performance
本文針對多相永磁同步電機的非線性、強耦合，首先提出了模糊矢量控制方法，在建立的多相系統上進行了模擬研究，並對一般模糊控制系統做了改進，使得控制的效果更加理想。 -
In this paper, first we review the general methods of analysis of stability of large - scale systems, and in particular, we discuss scalar lyapunov approach and vector lyapunov approach by using linear time - varying system as example. then we present an introduction about partial decomposing approach of stability analysis by using linear time - varying system as an example. finally, in the main part of this paper, we consider the stability problem for linear, time - delay large - scale systems and nonlinear large - scale systems with strong coupling in single direction among subsystems
又以線性時變大系統為例介紹了大系統穩定性分析的部分分解法，最後在本文的核心部分，研究了子系統間具有單向強耦合（前段子系統對後段子系統影響較大，但後段子系統對前段子系統影響較小或沒有影響）的線性時滯大系統和非線性大系統的穩定性問題，分別提出了時滯大系統穩定性和非線性大系統穩定性的部分分解法。
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