牛顿问题

p-Laplacian方程组在非牛顿流体问题，非线性弹性问题及冰川学等研究中有应用，并且在方程的理论研究中受到重视。

System of p-Laplacian equations has application in the study of non-Newtonian fluid , nonlinear elasticity and glaciology .

线弹性问题与牛顿流体问题的对应关系

Correspondence between linear elastic problem and Newtonian fluid problem

牛顿环问题探讨

A discussion on newton 's rings

用矩阵光学的方法和干涉条纹形成的条件研究了非定域牛顿环问题。

The non fixfrontier Newtonian rings are studied by using matrix optics method and the condition of forming interference fringe .

牛顿n-体问题是一个古老而复杂的问题，即便是平面三体问题至今也没有得到完全解。

Newtonian n-body problem is an old , complicated problem .

一类非牛顿流体流动问题的变分原理和广义变分原理

Variational Principle and Generalized Variational Principle in Hydrodynamics of a Class of Non-Newtonian Fluid

针对四面体网格的膝关节模型，提出了采用改进的LSD度量建立形变能量，将带约束的最优化问题转化为不带约束的最优化问题，通过带Armijo线性查找的非精确牛顿法求解最优化问题。

Towards the tetrahedral model , we firstly employ the improved LSD metric to build the deformation energy . By converting the constrained optimization problem into the unconstrained one , the optimization can be performed by using inexact Newton method with an Armijo line search method .

用重叠分块牛顿法计算潮流问题

Solving load flow equations with overlapped block Newton methods

基于位移原形观测资料，采用修正的高斯－牛顿算法求解最小二乘问题识别混凝土和岩石介质的弹性模量。

Based upon the measured displacement in situ , the algorithm of identifying material parameter is proposed for rock and concrete with modified Gauss-Newton method .

给出了四参数非牛顿流变模型下的线接触流变Reynolds方程，然后用多重网格方法，对等温线接触流变弹流润滑问题进行了完全数值解，并与牛顿流体弹流问题的数值解进行了比较。

A rheological Reynolds equation of the line contact elastohydrodynamic lubrication ( EHL ) with four parameters is given . A number of numerical solutions of the line contact isothermal EHL problem has been obtained by using the multi grid method .