无限维的

By means of the complex variable function method and introducing the conformal transformation,the anti-plane shear problem about two semi-infinite collinear cracks in one-dimensional hexagonal quasicrystals was investigated and the exact solution to mode Ⅲ SIFs was found out.

利用复变方法，通过引入适当的保角映射，研究了一维六方准晶狭长体中双半无限共线裂纹的反平面剪切问题，给出了Ⅲ型裂纹问题的应力强度因子的精确解。

Therefore, the expressions for the displacement and stress components in terms of four displacement potential functions give a general solution for the governing equations in 1D hexagonal QCs. As an application of the above theory, the problem of a circular crack embedded in an infinite 1D hexagonal QC of point group 6mm is considered.

作为应用进而考虑一个无限的，包含一个圆盘状裂纹的一维六方准晶，在裂纹的上下表面受到一均布力作用下，得到了整个准晶体的弹性场和应力强度因子的精确解。

The free volume cell theory was applied to derivative the formula of activity coefficients of liquid binary solution at arbitrary temperature. The Monte Carlo algorithm was employed to calculate the non-liner equations, then the free volume parameters were directly correlated to the activity coefficients of liquid binary, ternary, quaternary and quinary solutions at arbitrary temperature. The three dimensional diagrams of a-x-T diagrams representing the changes of activity with those of temperature and concentration were plotted.

由自由体积胞腔理论推证了某温度下两组分的活度系数关联式；引入MonteCarlo非线性方程解法，通过无限稀释溶液的实验活度系数数据直接得到自由体积参数和二元系及多元系液态金属溶液在任意温度下全浓度范围内的活度数据，构筑了直观反映活度随温度和浓度变化的a-x-T三维图形。

The main aspects of this dissertation are as follows: 1. Employing the moving grid technique, a 3-D moving grid based on the transfinite interpolation is developed. This grid has better adaptation than the deforming grid for flapping wing.

本文的主要工作表现在以下几个方面：1、引入运动网格技术，发展了一套基于广义无限插值理论的适合扑翼计算的三维运动网格，提高了网格对扑动机翼的适应性。

The 3-D electric field of transformers was analyzed with zero boundary method and infinite element method. The results of both methods were compared with each other. The merits of these two methods were discussed and the distributions of voltage and electric field were obtained.

采用强加零边界法和无限单元法分别对高压变压器的三维电场进行了分析和计算，分析对比了两种不同方法的计算结果，并给出变压器的电位和场强分布。

This thesis mainly employs the density-matrix renormalization group to investigate the valence bond model. We deal with the one-dimensional and quasi-one dimensional benzenoid systems from medium to infinite sizes successfully and get the ground state energies, the first excited state energies and other properties for the first time.

本论文的主要方面是将密度矩阵重整化群方法引入苯型分子的半经验价键处理，精确计算了一维单层苯型烃及双层苯型烃从小到大，直至无限的基态能量，第一激发态能量及局域芳香性等基本性质。

Kenton Zavitz and his colleagues at Myriad Genetics presented the firm's latest findings on a non-steroidal anti-inflammatory derivative called R-flurbiprofen.

肯顿查维茨和他在无限遗传公司的同事们发布了该公司对一种名叫R-氟比洛芬酯的非类固醇抗炎症衍生物的最新发现。

Core products - focused on high-tech fabric" Cotton / intertwined / Blended / cowboy: applies to leisure jacket / trousers /·/ windbreaker / single-West, etc.(a leading supplier of cotton textiles); Warp Series: applies swimwear / underwear / sportswear / Nepal to overcome, etc.(Nigeria's leading fabric suppliers to overcome); shape memory: applications to·/ jacket / windbreaker, etc.; imitation cotton series: polyester, nylon as raw material, used pants loaded / packages / Fashion; PVC / PU coating, PTFE / TPU composites: application of outdoor / sports / leisure / labor service, etc."brand concept - creative life British Virgin brand classic coat of signs, representing high-quality, high-performance guarantee.

核心产品--聚焦于高新面料》纯棉/交织/混纺/牛仔：应用于休闲茄克/裤装/棉服/风衣/单西等；经编系列：应用于泳装/内衣/运动装/尼克服等（领先的尼克服面料供应商）；形态记忆：应用于棉服/茄克/风衣等；仿棉系列：涤纶、锦纶为原料，应用于裤装/套装/时装；PVC/PU涂层、PTFE/TPU复合：应用于户外/运动/休闲/劳保服等《品牌概念--创意无限生活》英维尔品牌的经典盾形标志，代表着高品质，高性能的保证。

This paper mainly discuss some analytic and numerical results for one-dimensional SU(2) and SU(3) bosons in periodic boundary condition and in hard well boundary condition by using the Bethe Ansatz method.

本文主要讨论的是通过Bethe Ansatz 来得到一维SU(2)和SU(3)玻色子在周期势和在无限深势阱中的_ 相互作用的一些解析和数值结果。

Then there is a tour de force on "multiplicity," where Calvino brilliantly describes the eccentrics of literature (Flaubert, Gadda, Musil, Perec, himself) and their attempt to convey the painful but exhilarating infinitude of possibilities open to humankind.

然后是独具匠心的&繁复&，卡尔维诺出色的描述了一些文学怪人（福楼拜，加达，穆希尔，佩拉克，和他自己），以及他们试图表达人类面对既痛苦又诱人的无限的可能性的努力。

But we don't care about Battlegrounds.

但我们并不在乎沙场中的显露。

Ah! don't mention it, the butcher's shop is a horror.

啊！不用提了。提到肉，真是糟透了。