锥管径向锻造工艺及数值模拟研究
[Abstract]:Radial forging technology is widely used in the machining of long shaft parts and tube parts with internal structure. It is a kind of metal forming technology without chip and precision. The process can significantly improve the shape of the material and enhance the mechanical properties of the parts. At the same time, it has the advantages of high machining precision, high forging efficiency, high material utilization rate and good forming quality. In this paper, the diametral forging process and numerical simulation of the tapered tube, an important part of the fast wire connector, are studied. Both ends of the cone tube are conical and parts are assembled inside the tube. The inner surface quality is very high. The mandrel can not be added in the forming process. The internal surface quality can only be controlled by adjusting the process parameters and controlling the internal surface quality through the deformation of the outer surface. The quality of the inner surface of the cone tube can be measured by the change of the thickness of the cone tube. The more uniform the thickness of the cone tube is, the better the taper of the inner surface of the tube is, and the closer the fit with the internal parts is. The main research work of this paper includes the following aspects: based on the ABAQUS finite element software, the two-dimensional axisymmetric model and three-dimensional finite element model of diametral forging of conical tube are established, and the process parameters are optimized. The experimental results are compared with the simulation results, and the influence of multiple hammers on the quality of radial forging is discussed, and the numerical simulation of radial forging for conical tube parts is studied. Firstly, through process analysis, the process scheme of tapered tube forging is determined. Based on the ABAQUS finite element software, a two-dimensional axisymmetric model of the cone tube is established. The influence of the axial feed quantity and friction coefficient on the wall thickness change of the diametral forging of the cone tube is analyzed by using the single factor variable method. In the three-dimensional finite element model, the claw can drive the billet rotation into a rotating component driving the hammer head to turn around a local coordinate axis at an equal relative angle. The improved model can set a larger mass scaling coefficient under the premise of ensuring the accuracy of the calculation. The calculation efficiency is greatly improved. The correctness of the three-dimensional finite element model is verified by comparing the experimental results with the simulation results. Secondly, the influence of axial feed amount, rotation angle and friction coefficient on the wall thickness of cone tube is studied by orthogonal test, and the minimum value of the maximum wall thickness of cone tube to the mean value of the sum of residual square of unformed curve is taken as the optimization objective. An optimal combination of process parameters was obtained. In addition, the influence of the length of straight wall on the thickness of conical tube is analyzed, and the simulation results are verified by experiments. Then, under the same technological parameters, the effects of two, three and four hammers on the wall thickness of the cone tube are compared, and the information of strain and maximum radial forging force during the forging process of the cone tube are analyzed. Finally, based on the numerical simulation results and experimental verification, the radial forging process of cone tube parts which can not be added with mandrel is studied. The effects of axial feed, rotation angle, friction coefficient and hammerhead cone angle on the wall thickness of cone tube were studied by orthogonal test. The optimal process parameters were obtained to make the thickness of cone tube change uniformly. The relationship between the cone angle of the hammer head and the cone angle of the inner surface of the cone tube is fitted by origin software.
【学位授予单位】:山东大学
【学位级别】:硕士
【学位授予年份】:2017
【分类号】:TG316
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