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Then a quasi -Newton decent numeric algorithm for solving the consistent equations is presented and applied to solving the simultaneous simulation problem.

先运用多项式分解,将严格正则线性系统同时镇定问题化成一组相容非线性方程的求解,然后提出了一种求解相容非线性方程组的拟牛顿下山数值算法,并应用该方法求解同时镇定问题。

The medium is water and the inner flow field of vortex pump is rotating flow with constant angular velocity, three dimensional, and incompressible turbulent flow.

数值模拟计算选取工作介质为清水,并认为是牛顿流体且局部各向同性;认为旋流泵的内部流场是以定常角速度绕固定轴的旋转流场,属于复杂的三维不可压湍流流动。

R2 Newton estimated this constant of proportionality, called the gravitational constant G, also referred to as the 'big G', from the gravitational acceleration of the falling apple and an approximate guess for the average density of the Earth.

牛顿根据下落中苹果的重力加速度和他对地球密度的近似猜测估算了这个称为"万有引力常数"的比例常数G。

We use the method of golden section and Newton iteration to solve the nonlinear constrained minimization problem.

最后用黄金分割和牛顿迭代方法解决非线性约束优化极值问题,得到满足几乎完全重构和小波正则性条件的低通原型滤波器。

Continuation power-flow is an effective method to analyse static voltage stability.

连续潮流法是分析静态电压稳定行之有效的方法,但它是基于极坐标形式牛顿法潮流的,计算量很大。

Methods From Newton's equation and the continuity equation, an equivalent analogue circuit model can be derived for each small segment of the coronary arteries.

根据牛顿定律和连续性方程,用电路分析模型来表示冠状动脉的每一小部分。

The paper states the distinctions between Riemann integral and Lebesgue integral from the aspects of the definition of integral,the continuity of integrable function,the additivity of integral,integral limitation theorems and Newton-Leibnitz formula.

从积分的定义,可积函数的连续性,积分的可加性,积分极限定理,牛顿-莱布尼兹公式五个方面阐述了黎曼积分与勒贝格积分的区别。

The ones, including conservation of mass, conservation of energy, Newtonian equations of motion, conservation of electric charge, linear momentum principle, continuity equation and Maxwell equations for electromagnet etc., are suitable to all substances. They are universal laws in nature.

连续介质力学的基本方程可分为两类:一类适用于所有物体,构成了自然界的普适规律,如质量守恒、能量守恒、电荷守恒,牛顿运动方程,马克斯威尔电磁学方程、熵产率恒正原理等。

This paper applies a convex combination non-monotone Wolfe line-search proposed recently to the convergence analysis of Broyden's family quasi-Newton method.

将一类新提出的凸组合非单调Wolfe线搜索应用到修正Broyden拟牛顿法收敛性分析里。

Based on the theory, a new approach for convex quadratic programming with equality constrains is studied.

第三章介绍了拟牛顿算法,并给出了Armijo型线性搜索和Wolf-Powell型线性搜索。

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