马笙杰,迟明杰,陈学良,陈苏,陈红娟,邢浩洁. 2023. 静动力边界转换及其合理性验证方法的研究. 地震学报,45(0):1−14. doi: 10.11939/jass.20220136
引用本文: 马笙杰,迟明杰,陈学良,陈苏,陈红娟,邢浩洁. 2023. 静动力边界转换及其合理性验证方法的研究. 地震学报,45(0):1−14. doi: 10.11939/jass.20220136
Ma S J,Chi M J,Chen X L,Chen S,Chen H J,Xing H J. 2023. Research on the static-dynamic boundary switch and its rationality verification method. Acta Seismologica Sinica45(0):1−14. doi: 10.11939/jass.20220136
Citation: Ma S J,Chi M J,Chen X L,Chen S,Chen H J,Xing H J. 2023. Research on the static-dynamic boundary switch and its rationality verification method. Acta Seismologica Sinica45(0):1−14. doi: 10.11939/jass.20220136

静动力边界转换及其合理性验证方法的研究

Research on the static-dynamic boundary switch and its rationality verification method

  • 摘要: 繁琐复杂的静动力边界转换处理是进行静动力耦合模拟的关键步骤,为了研究黏弹性边界条件下传统静动力边界转换的合理性及其验证方法的适用性,本文首先根据弹性叠加原理提出了一种验证静动力耦合模拟分析中静动力边界转换合理性的方法(参考解法);然后基于有限元软件ABAQUS,并结合自行研发的适用于成层介质的黏弹性边界施加和等效节点力计算程序VBEA2.0,对多土层自由场静动力耦合模型和土-地下结构静动力耦合模型进行了地震反应分析,对参考解法的适用性进行了探究;最后使用本文提出的参考解法,对一种典型的未进行合理静动力边界转换的自由场模型进行了分析,探讨了静动力边界转换产生振荡的原因和机理。研究结果表明:用于验证静动力边界转换合理性的参考解法,既适用于多土层自由场静动力耦合计算模型,又适用于土-结构相互作用的静动力耦合模型;静动力边界转换后产生的振荡是静动力耦合计算模型静力不平衡所导致,一般是因为未合理施加边界反力或单元应力。

     

    Abstract: The complex processing of static-dynamic boundary switch is a significant step in the static-dynamic coupling simulation. To study the rationality of the traditional scheme for switching static-dynamic boundary condition types (from static boundary to viscous-spring boundary) and the applicability of the verification method, the works conducted are as followed: based on the superposition principle, a method for verifying the rationality of static-dynamic boundary switch is given (reference method). Using the finite element method software ABAQUS and the self-developed VBEA2.0 program, which can automatically set viscous-spring boundary and seismic wave input, the dynamic earthquake response of layered free field and soil-underground structure models considering integral static-dynamic analysis is analyzed. Based on these results, the applicability of the reference method is discussed. Based on this reference method, a free field model with a typical unreasonable static-dynamic switch method is analyzed. The results illustrate that the reference method is suitable for both the layered free field model and the soil-underground structure model. The mechanism of the oscillated response in this procedure of static-dynamic boundary switch is generally caused by the non-static equilibrium of the static-dynamic coupling calculation model. Reasonable application of nodal reaction force, gravity and element stress is the key factor that affects the rationality of static-dynamic boundary switch.

     

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