| 1. | Dynamic response of circular - arc sedimentary valley site under incident plane sv waves
波的散射及其动应力强度因子 |
| 2. | Elastic wave scattering of an interface cylindrical crack subjected
多环交界裂纹面在谐振应力波作用下的动应力强度因子 |
| 3. | Scattering of sh - wave by cracks originating at an elliptic hole and dynamic stress intensity factor
波的散射及其动应力强度因子 |
| 4. | Theoretical analysis on the response curve ' s characteristics of dynamic stress intensity factor
动应力强度因子响应特性的理论分析 |
| 5. | Vibration analysis method used for determining the dynamic stress intensity factor of three - point bending specimen
三点弯曲试样动应力强度因子求解的振动分析方法 |
| 6. | Calculate the dynamic stress intensity factor of simple edge crack round bar specimen in three point bending of nanling marble
计算大理岩带直切口三点弯曲棒梁试件的动应力强度因子的近似公式 |
| 7. | For the model of interface cracks originating at lining edge , the added force at crack tip can be replaced by expression including dynamic stress intensity factor
对于界面圆环形衬砌的裂纹问题，裂纹尖端点的附加外力系可以代换成动应力强度因子。 |
| 8. | Scattering of sh - wave by a radial collinear crack at the edge of arbitrary - shape - cavity in isotropy media is studied . the solution of dsif at crack tips is obtained
研究了各向同性介质中任意形孔边径向裂纹对sh波的散射，求解了裂纹尖端的动应力强度因子。 |
| 9. | The cracks are made out by means of crack - division technique . integral equations for determine the dynamic stress intensity factors established by use of the green ' s function
采用裂纹切割技术构造径向裂纹，利用green函数建立直接求解裂纹尖端动应力强度因子的定解积分方程组。 |
| 10. | The method of crack - division is used to make radial cracks at the edge of cavity . a series of integral equations for determining the dsif at tips of anti - plane crack are set up in terms of the green ' s function
按“契合”的方式和采用裂纹切割技术构造出孔边径向界面裂纹对sh波散射的模型，利用green函数建立直接求解m型裂纹尖端动应力强度因子的定解积分方程组。 |
