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1)  method of successive iteration
逐次相迭代
2)  successive iteration
逐次迭代
1.
In this paper, a novel method called successive iteration is proposed to solve nonlinear problem in which the initial approximation is corrected to approach exact solution and thus the nonlinear problem is transformed into a linear one.
本文提出了求解非线性问题的一种新方法———逐次迭代法 ,本方法先是给出一个初始近似解 ,然后将这个近似解进行校正迭代 ,使之接近于真实解 ,把一个非线性问题转化为一个线性问题来解决。
2.
We study the successive iteration of positive solution for a 2n th Lidstone boundary value problem where the nonlinear term depends on all even-order derivatives.
研究了2n阶Lidstone边值问题正解的逐次迭代,其中非线性项依赖于所有偶数阶导数。
3)  successive over relaxation
逐次超松弛迭代
1.
By employing finite difference method and by choosing over-relaxation factor and iterative accuracy,the authors have proposed successive over relaxation(SOR) method for solving Reynolds equation.
本文在有限差分法的基础上,通过对超松弛因子和迭代精度的选择,采用逐次超松弛迭代法对雷诺方程进行了数值求解,并以径向滑动轴承的压力分布计算为例,说明了上述因素的具体确定方法。
4)  iteration of successive low relaxation
逐次亚松弛迭代
5)  cut-and-try iterative method
逐次迭代渐近
6)  successive iteration method
逐次逼近迭代法
1.
By using the pulse sequence model and the successive iteration method, the inverse problem of multistage and multipass pulsed laser amplifiers, namely, to find the incident pulse shape and fluence from the given output pulse and multistage/multipass amplifier parameters, is studied and simulated numerically in detail.
采用脉冲分割模型和逐次逼近迭代法,对任意空间和时间分布波形的激光通过任意增益分布多级和多程激光放大系统传输的逆问题,即给定输出脉冲和多级/多程放大系统参数,求输入脉冲波形和能量密度,作了详细研究和计算模
补充资料:层层迭迭
1.见"层层迭迭"。
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