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Resonance vibration approach in soil densification:laboratory experiences and numerical simulation 被引量:2
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作者 Du Guangyin Gao Changhui +3 位作者 Liu Songyu Pan Huangsong Guo Qian Luo Tao 《Earthquake Engineering and Engineering Vibration》 SCIE EI CSCD 2021年第2期317-328,共12页
This paper describes the improvement effect and mechanism of strengthening a liquefied sand foundation using the cross-vibration wing resonance method,through an indoor model test and numerical simulation.The results ... This paper describes the improvement effect and mechanism of strengthening a liquefied sand foundation using the cross-vibration wing resonance method,through an indoor model test and numerical simulation.The results obtained from the model test showed that a vertical drainage tube was formed during vibration compaction,and finally a crater with a depth of 40 mm and a radius of 150 mm was formed with sloping sides.The sand layer obtained a good improvement effect after resonance vibration,especially in the middle-lower sand deposit.The variation in excess pore water pressure showed different behavior in three stages of the vibration process,and the value after treatment was less than before with a decrease of 18.81%.The vibration energy in the horizontal direction gradually decreased to zero,however the absorption of vibration energy of the soil presented obvious nonuniformity along the depth direction.The results of the numerical simulation were similar to the model test results,including the scope and variation of pore water pressure,and the ground settlement after treatment. 展开更多
关键词 resonance method sand liquefaction foundation improvement cross-vibration wing model test
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BOUNDARY ELEMENT METHOD FOR IMPROVING FOUNDATION WITH HEAVY TAMPING
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作者 钱家欢 帅方生 《Science China Mathematics》 SCIE 1988年第1期105-113,共9页
The fundamental solution to dynamic elastic differential equation after the Laplace transformation, which was obtained by Cruse and Rizzo, has been utilized to solve the boundary integral equation formulated by the we... The fundamental solution to dynamic elastic differential equation after the Laplace transformation, which was obtained by Cruse and Rizzo, has been utilized to solve the boundary integral equation formulated by the weighted residual method. The boundary element method has been applied to dealing with the heavy tamping problem. As the elasticity modulus of soil is gradually increased after each tamping, and the loading modulus and unloading modulus are quite different, residual deformations can be finally obtained for each tamping. This is a method of nonlinear elastic analysis. The relationship of hammer velocity and falling distance for heavy tamping within liquid has been derived, so providing a theoretical background for heavy tamping under water. 展开更多
关键词 BOUNDARY ELEMENT METHOD FOR IMPROVING foundation WITH HEAVY TAMPING
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