通过适当选择这两个参量，模型预言的暗晕中星系的分布函数和半解析模型的结果符合得非常好。
With a reasonable choice for these two parameters, our model predicts an occupation number distribution of galaxies in halos which agrees very well with the predictions of semi-analytical models.
推导了以垂向有效应力为基本变量的一维地面沉降的普遍模型，并用半解析方法予以求解。
One-dimensional general model of land subsidence due to pumping is deduced and a semi-analytical method is used to solve this deviatoric differential equation.
实验结果对优化分支井的结构和建立分支井的半解析产能模型提供了依据。
The experiment results provide the ground to optimize the structure of multi branch Wells and establish the semi analysis productivity models of multi branch Wells.
为优化分支井的结构和建立分支井的半解析产能模型提供了依据。
It also helps provide the experimental basis for optimizing the configuration, and building the semi-analytic productivity model, of multi-lateral Wells.
在研究火山岩气藏不同完井方式产能评价模型时，为了避免数值模拟的复杂性而采用半解析的方法。
In the study of volcanic gas reservoir, different completion way production methods evaluation model, in order to avoid the complexity of the numerical simulation of semi-analytical approach.
应用弹性力学理论，建立了油气井中初次人工裂缝的诱导应力模型；并采用半逆解法得到初次人工裂缝诱导的应力场的解析解。
With the theory of elasticity, a model of induced stress field is established for primary fracture and the analytic solution is achieved by semi - retro-solution method.
在总结前人研究成果的基础上，完善了半解析方法的解释理论和机理，建立了示踪剂测试半解析方法体系数学模型。
On the basis of the former study results, the theory and mechanism of semi-analytical interpretation were improved, and a semi-analytical mathematical model for tracer test system was developed.
该模型的建立为应用新型齐次扩容精细积分技术，构建一种高效率和高精度的半解析半数值方法奠定了基础。
The model lays a foundation for applying the technologies of homogenized precise integration and building a semi-analytical and semi-numerical method with high efficiency and accuracy.
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.
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.
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