与梦的各种不同评价紧密相联的便是“梦的解析”的问题。
Connected with these varying estimations of the dream was the problem of "dream-interpretation."
由于边界元法是半解析半数值解法。在解边界积分方程时会遇到解的存在与唯一性问题。
Because the boundary element method is half analytical and half numerical, there exist the problems of the existence and uniqueness of the solutions.
为解决这个问题并保证灵敏度分析精度，本文提出用解析法与有限差分法法有机结合的方法对气动参数进行灵敏度分析。
To solve this question and assure the analysis precision, this article USES the analytic method combines the limited difference method, to gain the sensitivity of the aerodynamic parameter.
建立了求解在含有圆形孔洞的弹性半空间中SH波散射与圆形孔洞附近动应力集中问题的解析方法。
An analytic method is developed for the problem of scattering of SH-wave and dynamic stress concentration around a circular cavity near the interface of elastic half space.
根据对这个关系式讨论的结果，以及对竖直立柱自重压缩问题的解析，得到了位移与尺寸间的非线性关系。
Accodding to the results of discussion of the equation representing the relation and analyse of a pillar body self weight compression, the nonlinear relation between displacement and size is obtained.
本文旨在研究这部现代诗人专集的英译与解析的几个问题，以便促进我国现代诗歌翻译与研究。
This paper aims to probe into a few questions concerning the analysis and translation of the modern poetic anthology so as to boost the translation and study of the modern poetry of our country.
这种理论探索，旨在深入揭示和解析技术创新的机制与模式的一些规律性问题。
This theoretical research aims at revealing and analyzing those regulative questions on technology innovation mechanism and mode.
本文进一步探讨水文系统模型的可识别性问题，提出了一种把数值分析与解析分析相结合的准解析途径。
The author investigates the problems about hydrological model identifiability. A quasi-analytical approach was advanced by combining the analytical method with the numerical one.
将该解析元与有限元相结合，构成半解析的有限元法，可求解任意几何形状和载荷的平面裂纹应力强度因子及扩展问题。
The new analytical element can be implemented into FEM program systems to solve for stress intensity factor and deal with crack propagation problems for plane cracks with arbitrary shapes and loads.
本文对于桩基与无限土体介质的相互作用问题讨论一种半解析数值解法。
For interaction problems between pile and infinite soil medium, a semi-analytical numerical solution is presented in this paper.
利用《高等几何》的观点、方法解决《解析几何》中的二次曲线的切线的存在性与求法问题。
To solve the problem about determinant and solution to tangent line of curve of second order in Analytic Geometry with viewpoint and methods of Higher Geometry.
通过与解析法结果的比较，证明这种方法准确可靠，可用于解决一部份特殊的工程接触问题。
And this method has been proved to be effective and and accurate by both analytical method and experiments. It can be used for some specialized contact problems in engineering.
本文通过对这些问题的粗浅分析，试图解析男女之间的依赖与对峙，从而反观女性心理历程的变化，引发更深一步的思考。
The essay tries to analyze dependence and confront between men and women in order to observe the change of female psychological procedure and arouse further thinking by simple analysis.
将该解析元与有限元相结合，构成半解析的有限元法，可求解任意几何形状和载荷的基于线性内聚力模型的平面裂纹扩展问题。
The new analytical element can be implemented into FEM program systems to solve crack propagation for plane problems with arbitrary shapes and loads.
本文分析和探讨了当前最具影响的几大咨询流派的人性观，并解析了人性观与咨访关系以及咨询本土化的相关问题。
The Paper analyzes and discusses about the currently most influential views on human nature, and resolves some issues such as relation between counselor and client, and counseling localization etc.
现状解析部分在问卷调查、观察与访谈的基础上，就我国当代教学价值观念进行了六个方面的描述与分析，并在此基础上对存在的问题进行了较为细致深刻的检讨。
Current situation part, on the basic of questionnaire investigation and face to face talk, describes and analyzes the six aspects of values of instruction, and deeply inspects the existingproblems.
运用共形映照、解析延拓以及柯西型积分运算等复变函数方法研究无限大平面中楔型向错偶极子与界面裂纹、圆形夹杂的弹性干涉问题。
The interaction among a screw dislocation, circular inclusion and interface crack or elliptical inclusion and interface crack under remote uniform heat flux is mainly researched in this paper.
在《附录再论》探讨了“名”的问题之后，文章主要对辞书附录之“实”作若干分析，包括附录的多维解析以及值得关注的问题，同时提出了设置的原则与方法的建议等。
This paper conducts the second discussion on the appendix, mainly analyzing what is is really about and meanwhile putting forward some suggestions on principles and ways of organizing an appendix.
为高效快捷地求解电磁场问题，将复位函数方法与半解析方法相结合，求解了二维静电场问题。
The complex potential function method is combined with the semi-analytical method to solve 2D Laplace problems.
为高效快捷地求解电磁场问题，将复位函数方法与半解析方法相结合，求解了二维静电场问题。
The complex potential function method is combined with the semi-analytical method to solve 2D Laplace problems.
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