泡沫鋁夾層板的局部壓縮性能與能量吸收性能研究
[Abstract]:Because there are a large number of cellular holes in the aluminum foam core, the foam aluminum sandwich plate can produce large plastic deformation when it is subjected to large impact damage, thus absorbing a large amount of energy in the process of deformation. However, in practical application, there are many defects in the connection of foam aluminum sandwich plate with other plates. The joint is not uniform in force, and the connection is unstable, which will bring serious influence to the local and even the whole structure performance. It is also an important topic to study the connection between foam aluminum sandwich plate and compact plate and the reasonable strengthening of the strength of the joint part in the future. Before connecting with other plates, the foam aluminum sandwich plate should be thinned in the early stage, and the one end of the foam aluminum sandwich plate should be partially compacted in order to meet the connection requirements. Based on the above reasons, the local compression performance of aluminum foam sandwich plate is studied. The specific research contents and results are as follows: first, on the basis of the ideal assumption of foaming process, Three two-dimensional stochastic models and a three-dimensional random sphere model are established. By adjusting the interface of the model and controlling the parameters of the model, such as length, width and porosity, the required model can be generated conveniently. Secondly, the compression behavior of aluminum foam sandwich plate under different loading rates is simulated by finite element analysis software ANSYS/LS-DYNA, which is based on the two-dimensional random circle model of aluminum foam sandwich plate. In the process of quasi-static compression, the plastic deformation of the aluminum foam sandwich plate first occurs in the weak part of the hole wall, while at high loading rate, the plastic deformation of the foam aluminum sandwich plate first occurs near the compression surface, resulting in local compaction. At the dynamic loading rate, the stress-strain curve of the bottom panel of the aluminum foam sandwich plate has a certain delay, and with the increase of the loading rate, the delay time will also increase. In addition, based on the two-dimensional random circle model of aluminum foam sandwich plate, the porosity and pore size are studied by means of orthogonal simulation experiment, range analysis and variance analysis. The effect of loading rate and thickness of aluminum foam core on the energy absorption of aluminum foam sandwich plate. The results show that the influence of these four variables on the energy absorption performance of aluminum foam sandwich plate is as follows: porosity P cell radius R loading rate V foam aluminum core thickness H. In addition, with the increase of porosity and pore size, the energy absorbed by the foam aluminum sandwich plate decreases gradually, while with the increase of loading rate, the energy absorbed by the foam aluminum sandwich plate increases gradually. The thickness of aluminum foam core has little effect on the energy absorption of aluminum foam sandwich plate. Finally, the quasi-static local compression properties of aluminum foam sandwich plates with different pore sizes and porosity were studied on an electronic universal testing machine. The bearing capacity of aluminum foam sandwich plate is inversely proportional to the pore size and porosity, and decreases gradually with the increase of pore size and porosity. Because the matrix material of aluminum foam sandwich plate is aluminum-silicon matrix, the stress-strain curve jitter obviously. Through the comparison of simulation and experiment, it is found that the variation trend of stress-strain curve is basically the same, and the difference of numerical value is small. The mechanism of curve variation is explained through theoretical analysis. The correctness of the experimental results and the feasibility of numerical simulation are further verified.
【學(xué)位授予單位】:昆明理工大學(xué)
【學(xué)位級別】:碩士
【學(xué)位授予年份】:2017
【分類號】:TG146.21;TB383.4
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