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- 在PEBS法臨界切除能量的求取過(guò)程中,用高階Taylor級數展開(kāi)模擬持續故障軌跡和進(jìn)行加速功率的求取。Taylor series expansion techniques are used to trace both the fault-on trajectory and the accelerating power of the post-fault system along the fault-on trajectory.
- 利用函數的二階Taylor級數展開(kāi),將原問(wèn)題轉化為一系列的近似問(wèn)題,并基于Kuhn-Tucker條件,直接給出了一種新的設計迭代式。By using the second order Taylor series expansion, the original problem of structural optimization is reduced to a sequence of approximate problems. On the basis of the Kuhn-Tucher conditions, two iterative expressions for determining design variables and Lagrangian Multipliers are obtained.
- 用傅立葉級數展開(kāi)法研究受光闌限制的超高斯光束的傳輸特性Study of Propagation Properties of Apertured Super-Gaussian Be am by Using the Fourier Series Expansion
- 法law
- 基于Taylor級數法動(dòng)態(tài)步長(cháng)控制的暫態(tài)能量函數法Dynamic integral step control of Taylor series in transient energy function method
- 展開(kāi)to unfold
- Taylor級數法交直流聯(lián)合系統直接暫態(tài)穩定分析DIRECT TRANSIENT STABILITY ANALYSIS OF AC/DC POWER SYSTEM WITH TAYLOR SERIES METHOD
- 說(shuō)法statement
- 在同等精度要求下,改進(jìn)后的CODIC算法比級數展開(kāi)法節省機器時(shí)間大約50%以上。The computing time is saved by more than 50%25 approxima- tely,compare CODIC algorithm with series development algorithm.
- Taylor級數展開(kāi)法Taylor series expansion algorithm
- 冪級數展開(kāi)式expansion into power - series
- 展開(kāi)法expansion method
- 廣義級數展開(kāi)Generalized series expansion
- F展開(kāi)法F-expansion method
- 羅朗級數展開(kāi)Laurent series expansion
- 柱坐標下多極子展開(kāi)法及其在波浪與浮體作用方面的應用A Fast Multipole Method in the Cylinder Coordinate System and its Application to the Interaction Between Wave and Floating Bodies
- 級數展開(kāi)求解Series expansion solution
- 不可展曲面的極值展開(kāi)法及其在軸流通風(fēng)機葉片中的應用An Extremum Developing Method for an Undevelopable Surface and Its Application to Axial Fan Blades
- 定額電算化的應用一例-應用泰勒級數展開(kāi)建立時(shí)間定額數學(xué)模型Application of Computerized Quota Work-A Mathematical Model of Quota with Taylor's Series
- F-展開(kāi)法F-expansion method
