斜入射地震波引起的動應力路徑理論與數值研究
[Abstract]:The dynamic stress path generated by earthquake action in soil is very important to study the evolution of mechanical properties of rock and soil in earthquake disaster. In soil dynamics, the simplified method of Seed is often used to treat earthquakes as shear waves of vertical incidence, and the rigid foundation model is used to estimate the ground motion stress. In recent years, the characteristics of dynamic stress path produced by seismic waves with significant oblique incidence and frequent strong earthquakes are still unclear, and the effect of P wave in seismic waves is not negligible. Based on the wave theory, the form of dynamic stress path and the sensitivity of the influencing factors of the oblique incident P-wave SV wave are discussed by mathematical derivation, parameter analysis and numerical simulation. The main work and conclusions are as follows: 1. In this paper, the analytical expressions of dynamic stress and dynamic stress path generated by the oblique incidence of a single P-wave SV wave at any depth in a semi-infinite elastic space are derived. It is mathematically proved that in the plane composed of shear stress component (deviation normal stress and horizontal shear stress), the dynamic stress path generated by oblique incident seismic waves is obliquely elliptical. Under the combination of seismic wave parameter and foundation material parameter, the oblique ellipse type is changeable, forming such as circle, straight shape and so on, which can be regarded as the special case of oblique ellipse. The influence factors and possible variation range of oblique ellipse stress path are analyzed systematically. It is shown that the incident angle, Poisson's ratio and depth per unit wavelength are the fundamental factors affecting the stress path. At oblique incidence conditions, the dynamic stress level is likely to be higher, When the incidence angle of P-wave oblique is in the range of 30 擄to 60 擄, the maximum amplitude of dynamic deflection stress caused by the peak amplitude of SV wave and the maximum incidence angle of SV wave are between 20 擄and 40 擄. The maximum dynamic stress in the near saturated foundation is obtained. Based on the damping (static) artificial boundary of FLAC finite difference software, The dynamic input of oblique incident seismic wave is realized, and the dynamic stress response caused by oblique incident P wave SV wave in layered foundation and underground cavern foundation is simulated, and the difference of path forms under different conditions is analyzed. The effect of complex site conditions on dynamic stress response is also discussed. The results show that the stress paths of oblique ellipse in layered foundation with soft intercalation are obviously different from those of upper soft and hard foundation, and the shape of the horizontal ellipse tends to be close to the circle, and the soft interlayer is the position where liquefaction is most likely to occur. There is a great difference between the dynamic stress response of the underground cavern site and the ground without cavern, but the difference of soil mass above the cavern is the smallest, the influence range of this difference is larger than the distance of the diameter of the cavern, and with the increase of the foundation stiffness, This scope will also be expanded.
【學位授予單位】:浙江大學
【學位級別】:碩士
【學位授予年份】:2017
【分類號】:TU435
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