Research on Seismic Input Methods for Complex Heterogeneous Sites in Nuclear Engineering
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摘要: 目前,核工程领域良好的基岩厂址越来越少,核工程的发展已经受到了选址的限制。由基岩厂址向复杂非基岩厂址过渡已经成为了核工程的发展现状,为了保障核工程的可持续发展,复杂非均质、非成层地基中土-结构动力相互作用面临的诸多理论和技术难题亟待解决,其中核心难题之一就是地震动输入问题。经典的地震动输入需要在底部边界入射自由场,即上行波叠加下行波。这种方式适用于均质、成层地基,难以解决复杂非均质、非成层地基地震动输入的问题。针对非均质、非成层地基下行波难以确定的问题,采用改进的动力人工边界和输入上行波的方法,对经典的黏弹性人工边界和地震输入方式进一步发展,提出了非水平成层地基的土-结构动力相互作用分析方法:当底部边界采用上行波代替自由场输入时,针对外源问题(地震),模型不会低频失稳,建议采用黏性边界进行计算,可获得精确解;对于内源问题且出现模型低频失稳时,建议进行敏感性分析,确定合理的散射半径。Abstract: Currently, suitable bedrock sites are becoming increasingly scarce, and the development of nuclear engineering has been constrained by site selection. The transition from bedrock sites to complex non-bedrock sites has become a prevailing trend in the field. To ensure the sustainable development of nuclear engineering, numerous theoretical and technical challenges in soil-structure dynamic interaction within complex heterogeneous non-layered foundations must be addressed. One of the core challenges is the seismic wave input.The classical seismic wave input method requires the incident free-field waves at the bottom boundary, combining upward and downward wave propagation. This approach is applicable to homogeneous layered foundations but struggles to address seismic input challenges in complex heterogeneous non-layered foundations. To tackle the difficulty in determining downgoing waves in heterogeneous non-layered foundations, an improved dynamic artificial boundary combined with an upgoing-wave input method is adopted. The classical viscoelastic artificial boundary and the corresponding seismic input scheme are further developed, and an analytical method for soil-structure dynamic interaction in non-horizontally layered foundations is proposed. When the upgoing wave is used as the input at the bottom boundary instead of the free-field input for external source problems (e.g., earthquakes), the model does not suffer from low-frequency instability; it is recommended to use the viscous boundary for computation, which can yield accurate solutions. For internal source problems in which low-frequency instability occurs, it is recommended to conduct sensitivity analyses to determine a reasonable scattering radius.
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