• 1.因此，在对局部结构进行疲劳强度分析时，应考虑错位对于应力集中系数的影响。
Thus, the stress concentration factor due to the misalignment should be considered in the analysis of fatigue life of the local structures.
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• 2.从应力集中系数、极限压力、爆破压力和爆破失效位置四个方面对有限元计算结果和试验结果进行对比分析。
Analysis and comparison between the finite element analysis and experiment results for stress concentration factor, limit load, burst pressure and failure location were performed.
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• 3.介质和衬砌内动应力集中系数随孔径、衬砌厚度、波数变化而变化，且与衬砌性质有关。
Coefficients of dynamic stress concentration change with lining aperture, thickness of lining, wave number and type of lining.
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• 4.给出了动应力集中系数的计算表达式。
The expression for calculating dynamic stress concentration factor is presented.
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• 5.通过对应力集中系数的比较，提出了较为合理的连接形式。
And the paper shows a reasonable connecting form by comparing stress concentration coefficients.
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• 6.本书内所提到的全部应力集中系数都是几何的或纯理论值。
All stress concentration factors so far presented in this book discussed the geometric or full theoretical values.
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• 7.要降低应力集中系数，重点应放在缓解变形的不协调性上。
To reduce the stress concentration factor, it is the key to relax the discontinuity of the deformation.
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• 8.通过理论求解，得出了问题的解析解答，文中最后给出了具体算例，讨论了地表位移幅值、浅埋圆孔及凸起所含圆孔的动应力集中系数
Numerical examples are provided to discuss the amplitude of displacement on the surface, as well as the dynamic stress concentration factor(DSCF) around the subsurface cavity and the homocentric hole.
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• 9.给出了界面处动应力集中系数的表达式。
The expressions for calculating the dynamic stress concentration factors are given.
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• 10.用近似解析方法推导出拉伸正交各向异性有限宽板偏心圆孔的应力集中系数的显式表达式，除了比较极端的情况外，该式的精度较好。
Using an approximate analytical method, the explicit expression of stress concentration factors is derived for an eccentric circular hole in a tension orthotropic finite-width strip.
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