linearized algorithm 中文意思是什麼

linearized algorithm 解釋
線性化演算法
  1. A kind of linearized algorithm is given out to identify the friction coefficient when the material parameters are known

    進而給出了材料參數已知時,摩擦系數識別非線性問題的一種線性化演算法。
  2. The dynamic model of induction motor under - reference frame is approximated by its associated discrete circuit model with the trapezoidal algorithm, after linearized using the neoton - rapson algorithm, the contribution of induction motor model to the circuit " s nodal equation matrix is calculated

    按照改進節點法的要求,異步電機採用-坐標系下的動態模型,使用梯形法求解微分方程,經過離散化和線性化,得出異步電機作為一個電路元件對電路矩陣方程的貢獻。
  3. In this paper, deconvolution and linearized inversion of receiver function are improved ; multi - channel deconvolution and wavelet inversion are developed for receiver function. the elastic wave motion equation is applied in the simulation and migration of receiver function in lateral inhomogeneous media, multi - grid algorithm is introduced in numerical modeling of elastic wave motion equation, and phase - delay boundary condition is also provided to absorb boundary reflection

    在此基礎上,重點研究和發展了橫向非均勻介質中,基於波動方程的數值模擬與偏移成像方法,首次將多重網格演算法引入到彈性波方程的數值模擬和接收函數的偏移成像,還發展了一種延遲邊界方法,以消除人為邊界反射的影響。
  4. Subsequently, the nonlinear model is locally linearized at equilibrium point. with this linear model, the performance of standard efci algorithm that is used in brf scheme is evaluated. the conclusion is that oscillations are caused by the nonlinear component existed in efci algorithm, but not intrinsic attribute of the binary congestion control mechanism

    在對該模型線性化后,本文對二進制abr擁塞控制廣泛採用的顯示前向擁塞指示( efci )演算法進行了性能分析,結果表明二進制efci演算法導致系統振蕩的主要原因在於判定和解除擁塞狀態時引入了非線性環節,而非二進制機制的內在屬性。
  5. Subsequently, the nonlinear model is locally linearized about equilibrium point, thus, the linear model is obtained. with this model, the performance of standard efci algorithm is evaluated and the conclusion is that oscillations are caused by the nonlinear component existed in efci algorithm

    在標準的efci演算法的穩定性分析中,發現了系統振蕩的本質原因在於系統中存在非線性環節,進而提出了對efci演算法的改進,有效克服了系統振蕩。
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