Dynamical destabilization analysis of steep and heavy thick coal seam in a deep-mine under the complex-variable environment based on AE;
基于AE的深部复变环境下急斜特厚煤层开采动力失稳分析
Theoretical solution of complex function about flow around bridge piers;
桥墩群体绕流的复变函数理论解
How to Train Creative Thinking in Classroom Teaching of Complex Function;
复变函数论课堂教学中创造性思维的培养
Two remarks on multiple valued functions in the complex function;
关于复变函数多值性的两点注记
Using force and displacement continuous conditions between structure and surrounding soilt,he complex variable function and conformal transformation of plane elastic theory are used to derive the analytical.
基于拟静力假定,采用平面弹性理论的复变函数方法,利用土与结构间的力和位移协调条件,推导出地震中自由场土体剪应变最大时刻土–结构间不滑移和完全滑移两种接触条件下,圆形衬砌动内力的解析解,并与数值算例进行对比。
Based on Biot′s dynamic theory,the method of complex variable functions is used to solve the problem of scattering of elastic waves by circular cavity with lining in saturated soil.
运用复变函数法,在Biot 波动理论的基础上,对饱和土中的圆形衬砌结构进行分析。
The seepage of CFRD joints is studied by using finite element calculation and complex variable function.
通过有限元计算和复变函数推导 ,系统研究了面板接缝的渗流规律 ,给出了接缝渗流量和渗透比降的解析计算公式 ,可用于面板堆石坝接缝渗流控制的设计 。
By means of plane elastic complex variable method and theory of boundary value problems and integral equation.
利用平面弹性复变方法和解析函数边值问题以及积分方程的基本理论 ,研究不同材料的各向同性弹性长条与半平面的焊接问题 ,给出了弹性体应力函数封闭形式的
In this paper, contact problem of elastic half-plane with holes welding is studied By means of plane elastic complex variable methods and the theory of boundary value problem of analytic functions,the stress functions of an elastic body is given in a closed for
本文利用平面弹性复变方法和解析函数边值问题的基本理论 ,讨论含孔洞焊接的弹性半平面接触问题 ,得到弹性体应力函数封闭形式的解。
By means of complex variable method together with conformal mapping,this paper analyzes the elastic problem of a plate with a elliptic hole wtih a straight edge-crack.
该文利用复变方法,通过保角映射研究了带裂纹的椭圆孔洞的平面弹性问题,给出了应力强度因子的解析解。
By application of the theory of complex functions, dynamic propagation problems on mode Ⅲ asymmetrical interface crack were researched.
采用复变函数论的方法,对Ⅲ型非对称界面裂纹的动态扩展问题进行研究。
By application of the method of the theory of complex functions,the problem on dislocation distri- bution function of the edges of the mode I moving crack subjected to superimpose and impact loads is studied respectively.
通过复变函数论的方法,对I型运动裂纹面受双重载荷、瞬时冲击载荷作用下的位错分布函数问题分别进行研究。
By the theory of complex functions, A dynamic propagation problem on the edges of the mode Ⅲ crack subjected to superimpose loads for nonlinear characters of materials was studied.
通过复变函数论的方法,对材料的非线性特性下的Ⅲ型裂纹面受双重载荷作用下的动态扩展问题进行研究。