基于LSMPS算法的軟土固結(jié)—蠕變模型參數(shù)識(shí)別研究
[Abstract]:In the process of external load, soft soil subgrade is the consolidation deformation produced by the discharge of pore water. With the compaction of the soil skeleton, the deformation and creep associated with time will be produced under the action of load. How to determine the final settlement of the soft soil subgrade and to discuss the mechanism of soft soil consolidation creep are important for the reinforcement and stability of soft soil. In this paper, based on soil mechanics theory, classical consolidation theory and creep model theory, by carrying out the three axis consolidation creep shear test of soft soil in Panjin coastal road subgrade, the axial deformation of consolidation creep, pore water pressure and so on are obtained, and the two order Kelvin consolidation creep model is proposed, which is based on the search model. The least square algorithm LSMPS (Least Square Method based on Pattern Search) searches and optimizes the parameters of Nikai Hiroyoshi's Kelvin model, and based on the engineering simulation, the consolidation and creep mechanism engineering simulation analysis of soft soil subgrade is carried out. The concrete research results are as follows: (1) the consolidation and creep of three axis soft soil under different confining pressure has been carried out. The relationship between the pore water pressure and the time of the soft soil specimen under different stress levels under the graded loading and the curve of the vertical deformation along with the time are obtained. By using the Chen's loading method, the graded loading curve is transformed into "respectively loading" curve, and the "separately loaded" curve is transformed into the corresponding stress stress stress relationship. It is found that the exponential type function of attenuation can be used to describe the relationship between the deformation and time of soft soil, while the generalized Kelvin creep model is highly similar to the exponential function of the attenuation exponent, so it can be used as the high order generalized Kelvin model constitutive equation. The constitutive equation describing the consolidation and creep characteristics of soft soil samples. (2) using the LSMPS algorithm to model the simplified Nikai Hiroyoshi Kelvin model parameters, search and optimize the parameters of the model by iterative method. It is found that the simplified generalized Kelvin model equation is the monotone function of the parameters of each model. It can be determined that the equation has a unique extreme value on the global level and does not make the pattern search fall into the local optimal. The similarity between the generalized Kelvin model equation and the experimental data determined by the LSMPS algorithm is more than 0.99. Therefore, the model of the parameters determined by this method is used to describe the consolidation and creep of the soft soil. The effect is good. (3) analysis of the soft soil Biot consolidation equation, considering the effect of the additional stress on the Biot consolidation equation caused by the creep of the soft soil, and determining the unified finite element model of the joint action of the consolidation and creep of soft soil: using the powerful engineering simulation platform provided by ADlNA8.4 to transform the model parameters determined by mountain LSMPS into A The parameters of the Lubby2 constitutive model, which are specially used to simulate the creep of rock and soil, are provided in DINA to simulate the distribution of ground stress, pore water pressure and consolidation creep deformation in soft soil subgrade. The above research results can further enrich and improve the consolidation and creep deformation characteristics of soft soil, and effectively control the vertical subsidence of soft soil subgrade. It provides a theoretical basis for reducing and rationally designing reinforcement and stabilization schemes for soft soil roadbed projects.
【學(xué)位授予單位】:遼寧工程技術(shù)大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2015
【分類號(hào)】:U416.16
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