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- Based on the Kuhn Tucker condition the Newton Raphson iteration method was used to solve the nonlinear optimization. 为了有效地进行非线性过程优化分析 ,从优化问题的 Kuhn- Tucker条件出发 ,采用 Newton- Raphson迭代方法建立了非线性优化问题的求解方案。
- With the points in the chaotic zones as the initial points, all of the solutions of the equation can be found by Newton Raphson method. 从非线性方程的混沌区中取足够密集的点作为初始点 ,用牛顿迭代法就可以求出方程的全部解。
- The implementation is based on a Newton Raphson's interactive procedure, with novel initial guesses to obtain improved convergence properties. 该模型的求解使用牛顿-拉夫逊迭代法实现，并采用一种新的初值设定方法以提高计算的收敛特性。
- In this paper,a simplified Newton Raphson Power Flow method with Jacobin Mattrix is proposed in order to decrease the convergence time. 提出了一种利用简化潮流雅可比矩阵来缩短牛顿-拉夫逊潮流计算收敛时间的方法,并通过算例验证了其有效性。
- The purpose of this paper is to establish another interesting relation between the hybrid ratios of generalized Fibonacci and Lucas sequences and the Aitken, Secant, Newton Raphson and Halley transformations. 本文建立广义Fibonacci序列与Lucas序列之间的混合比率和Aitken ,Secant,Newton -Raphson和Halley变换的另一类巧妙联系
- calculation of power flow based on Newton Raphson 牛顿-拉夫逊法潮流计算
- A METHOD TO DEAL WITH THE EFFECT OF SMALL IMPEDANCE BRANCHES TOPREVENT DIVERGENCE IN NEWTON RAPHSON LOAD FLOW 小阻抗支路对牛顿法潮流的影响及其处理方法
- Newton's law of motion apply to all things on the earth. 牛顿时的运动定律适用于地球上一切东西。
- We owe this discovery to Newton. 我们的这一发现归功於牛顿。
- newton raphson method 牛顿 拉夫逊算法
- He discoursed impressively on Newton's theory of gravity. 他讲述了牛顿的引力定律，给人以深刻的印象。
- IBLT Solution Techniques. Iteration Stability. 边界层的互动理论的求解技巧。叠代稳定性。
- Mrs. Pert and Miss Newton hang on as usual. 贝特太太和牛顿小姐还是象往常那样赖着不走。
- A unit of pressure equal to one newton per square meter. 帕斯卡压力单位，相当于每平方米一牛顿
- Supports iteration and indexed access. 支持迭代和索引访问。
- Iteration planning starts each iteration. 每次迭代开始前制定迭代计划。
- If the iteration has no next element. 如果迭代中没有下一个元素抛出。
- Newton was made President of the Royal Society. 牛顿被选为皇家学会会长。
- If the iteration has no previous element. 如果迭代中没有前一个元素抛出。
- Newton did not confine his studies to mathematics. 牛顿并不把他的研究局限于数学。
