• We present an analytical solution for the total stress and mechanical sensitivity of highly boron doped si diaphragm with small deflection considering effect to result from the residual stress.

    给出了小挠度下,在外界载荷作用下总应力表达式和薄膜机械灵敏度表达式,并分析了残余应力对二者的影响。

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  • The stress sensitivity reservoir permeability model was Established, and the model is solved by analytical solution.

    初步建立了应力敏感性油气藏渗流模型,并对渗流模型进行了解析求解。

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  • Based on the analytical solution to stress field around a hole in a stressed orthotropic infinite width plate, a set of equations was derived to calculate the relieved strain matrix.

    以正交各向异性无限大板孔边应力场解析解为基础,导出了释放应变矩阵计算表达式,并用一个算例验证了该计算式的正确性。

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  • In terms of stress wave theory and complex function, analytical solution for the interaction between blasting seismic wave and arbitrary shape underground Chambers is deduced.

    根据应力波理论和复变函数方法,建立了求解爆破地震波作用下任意形状洞室动态响应的解析方法。

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  • An analytical series solution for dynamic stress concentration of lined cavities in a half space under incident plane SV waves was given by using wave function expansion method.

    采用波函数展开法给出了半空间中衬砌洞室群在平面SV波入射下动应力集中问题的一个级数解析解。

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  • The analytical solution of the wall rock stress field and displacement field under the highly stressed bolting support is deduced by the displacement and stress boundary conditions.

    利用位移及应力边界条件,导出了高强预应力锚杆支护下的围岩应力场、位移场解析解。

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  • Analytical solution of complete stress-strain curve of rock specimen in uniaxial tension is proposed based on gradient-dependent plasticity considering strain localization initiated at peak strength.

    基于梯度塑性理论,考虑了应变局部化,提出单轴拉伸条件下岩样全程应力—应变曲线解析解。

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  • Then with the upper-bound theorem and the surface integral an analytical solution of the drawing stress was first obtained.

    入口截面不消耗剪切功率,然后用上界定理与曲面积分方法首次得到了用余弦模拉拔方棒时变形力的解析解。

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  • Analytical solution was given for rule of rock displacement and stress distributions and forming and developing of the crack in interface layer. A condition of earthquake occurring was...

    分析了岩体的位移和应力分布规律,得到了层间裂纹产生及其扩展规律,建立了地震发生的条件,提出了一种预报地震的方法。

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  • A new mathematical model for consolidation of composite ground with granular columns considering the stress concentration effects is presented and the analytical solution is obtained according.

    提出了考虑应力集中效应的散体材料桩复合地基固结数学模型,给出了相应的解析解,并探讨了此类复合地基固结的一般规律。

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  • A new mathematical model for consolidation of composite ground with granular columns considering the stress concentration effects is presented and the analytical solution is obtained according.

    提出了考虑应力集中效应的散体材料桩复合地基固结数学模型,给出了相应的解析解,并探讨了此类复合地基固结的一般规律。

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