求解过程

It has been experimentally observed in many engineering materials such as in the clay that a shear band of intense plastic deformation caused by strain softening possesses a finite width.

对饱和多孔介质(也能作为退化情况用于固体材料)提出了一个归结为线性互补问题求解过程的梯度塑性连续体有限元-无网格耦合方法。

When handling the problem of mapping accuracy, the convex-concave expansion technology for Taylor series expansion is adopted.

根据复变函数共形映射理论，讨论Schwarz-Christoffel积分变换的正反求解过程；应用Taylor级数凸凹分级展开技术，处理映射精度问题。

After analyzing the process of computing the linear spectrum frequencies , this dissertation gives one new method: first computing the intervals containing LSFs, then exactly searching LSFs by successive bisections and interpolations.

针对线谱参数，通过分析参数求解过程，本文提出先求参数所在区间、再用二分法进一步精确的算法。

For the problem of this scale, we can obtain the optimal solution in all 10 executions.

对于这样规模的问题，10次随机求解过程都能得到最优解。

Therefore,a fast algorithm of NMF is presented.By some algebra formulation,the matrix to be factorized is changed into a low-dimension matrix which is a diagonal matrix whose dimension is related to the number of samples.Moreover the feature extraction for one sample only needs to calculate the inner product.

该算法通过代数变换，把对原高维矩阵的非负分解转换成非负的低维矩阵的非负分解，其求解过程只需要对一个阶数等于样本数的对角矩阵进行非负矩阵分解，同时提取某样本特征时只需要计算该样本与所有训练样本的内积。

The thickness of shell, location and size of stiffeners have been taken into consideration.

在求解过程中考虑了壳体厚度、加强筋布置状况及尺寸变化的影响。

The precisions of calculated results are not only low but also the operation needs large amount of manual computation.

计算均质土坝渗流问题的常用方法有三段法和两段法，它们在求解过程中需要试算图解，计算精度不高且人工计算量大。

The transplant model is established in groundwater at saturated state based on identical conditions presumption, directed to wet method discharge of coal fly ash. It gave out the model solve and calculated transference regularity using the Femlab for the trace element in groundwater in 20 years.

针对传统的对流－弥散理论和粉煤灰湿法排放的特点，基于相应的假定条件建立起饱和状态下污染物在地下水中的迁移模型，给出了模型的求解过程，并用Femlab软件模拟计算了微量元素20年内在地下水中的迁移规律。

From the evolutions of thermal parameter of temperature factor,we have discussed relations between thermal parameter and the rotationally ellipsoid.

详细分析了晶体各向异性温度因子的求解过程和它的几种数学表达形式，从它的热参数的演化，讨论了它和三轴旋转椭球体的数学关

High order Godunov's scheme was used, presenting good numerical stability and shock capturing capability. Viscous effects and secondary flow losses were treated as source terms.

求解过程采用具有TVD性质的高阶Godunov格式，具有良好的数值稳定性和激波捕获能力。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。