共查询到20条相似文献,搜索用时 15 毫秒
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基于有限元分析的覆盖件拉延筋设计与优化 总被引:1,自引:0,他引:1
结合等效拉延筋模型,采用基于有限元逆算法的三维有限元分析软件,对汽车后窗内板的拉延成形进行模拟。在确定合理的等效拉延筋阻力后,通过适当的优化算法对拉延筋的真实几何结构进行优化设计。并通过UG二次开发技术,获取优化的拉延筋几何参数和位置,在拉延件上生成真实的拉延筋模型。 相似文献
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基于数值模拟的拉延筋约束阻力计算方法研究 总被引:1,自引:0,他引:1
在汽车覆盖件拉深成形中,拉延筋可以在较大范围内调节和控制板料的变形程度和变形分布,抑制多种成形质量问题的产生.其中,拉延筋几何参数起着重要的作用.本文以矩形拉延筋为例,建立了拉延筋约束阻力计算有限元模型,对拉延筋几何参数与约束阻力之间的关系进行分析研究.结果表明:拉延筋约束阻力与凹槽圆角半径和凸筋圆角半径成反比,与筋高成正比.结合某轿车B柱加强板实例,通过优化其拉延筋结构参数,得到当1号等效拉延筋高8mm、凸筋和凹槽圆弧半径3mm;2号等效拉延筋高4 mm、凸筋和凹槽圆弧半径6mm时,该制件成形质量达到最佳. 相似文献
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十字形钢管拉拔成形的三维有限元模拟 总被引:2,自引:0,他引:2
异型钢管拉拔成形是一种高质量、高效率和低消耗的管材成形加工工艺.以十字形钢管为研究对象,采用有限元技术对拉拔成形过程进行数值模拟,得到了成形过程中管料的变形规律.研究发现:在应力分布上,轴向、周向和径向应力随管料在模具中位移增加而增大,三者最大值均出现在减径带与定径带连接处;沿壁厚方向,中心层应力分布较均匀.在应变分布上,塑性变形主要发生在管料与模具初始接触处及减径带与定径带连接处,周向应变沿拉拔轴向分布有较大变化,在模具入口端部分数值为负,在出口端部分数值为正.同时,模拟讨论了周向压缩系数η、拉拔速度v和摩擦系数μ对拉拔过程的影响,当η在1.05~1.14之间变化时,拉拔过程较稳定,应力-应变曲线分布平稳;拉拔应力随着μ的增加而增大;当v=250mm/s时,拉拔应力取得最小值. 相似文献
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S. Kolossov E. Boillat R. Glardon P. Fischer M. Locher 《International Journal of Machine Tools and Manufacture》2004,44(2-3):117-123
A thermal model of selective laser sintering (SLS) has been developed. The model allows for the non-linear behavior of thermal conductivity and of specific heat due to temperature changes and phase transformations. The temperature evolution and the formation of the sintered part are simulated by a 3D finite element analysis based on continuous media theory. It is shown that the effect of sintering has a strong influence on thermal evolution through changing the thermal properties of the material. The results of the model were experimentally tested and confirmed by temperature measurements. 相似文献
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《Journal of Materials Processing Technology》2014,214(8):1638-1646
In this paper, a new method was proposed in order to enhance the limiting drawing ratio (LDR) of AA5754-O in the hydromechanical deep drawing process (HDD). In the proposed method, a shallow drawbead was added to the blank holder to increase LDR so as to provide strain hardening of a large region on the flange of the sheet material in addition to pre-bulging process which affects particularly only the initial stage but not the later ongoing process. So the LDR of the AA5754-O was increased from 2.65 to 2.787 by enlarging the region of strain hardening in the flange and partially reducing wrinkling tendency due to occurred tensile stresses using the convenient pressure and blank holder force profiles. The importance levels and their convenient values for height of drawbead, pre-bulge height and pressure, surface roughness of the punch were determined with analysis of variance (ANOVA) is a statistical method. ANOVA analysis illustrated that adding a shallow drawbead to the blank holder is the most effective factor between the investigated factors for the HDD process. While the effects of the pre-bulging pressure and pre-bulging height were determined as quite small, the surface roughness of the punch was found unimportant compared to the effect of the shallow drawbead. The highest LDR value was obtained with 1 mm drawbead height, 5 mm pre-bulging height, 10 MPa pre-bulging pressure and 2.8 μm surface roughness of the punch. 相似文献
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FE simulation and process analysis on forming of aluminum alloy multi-layer cylinder parts with flow control forming 总被引:2,自引:0,他引:2
The aluminum alloy parts used in airbag of car were studied with flow control forming(FCF) method,which was a good way to low forming force and better mechanical properties. The key technology of FCF was the design of control chamber to divide metal flow. So, the design method of FCF was analyzed and two type of control chamber were put forward. According to divisional principle, calculation model of forming force and approximate formula were given. Then forming process of aluminum alloy multi-layer cylinder parts was simulated. The effect of friction factor, die radius and punch velocity on metal flow and forming force was obtained. Finally, the experiment was preformed under the direction of theory and finite element(FE) simulation results. And the qualified parts were manufactured. The simulation data and experimental results show that the forming sequence of inner wall and outer wall, and then the force step, can be controlled by adjusting the process parameters. And the FCF technology proposed has very important application value in precision forging. 相似文献
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Fuh-Kuo Chen Jia-Hong Liu 《International Journal of Machine Tools and Manufacture》1997,37(4):409-423
In order to facilitate the three-dimensional finite element analysis for the stamping process, an equivalent drawbead model was adopted to simulate the restraining effects produced by the real drawbead. In the present study, the restraining force exerted by the real drawbead was first computed by the finite element simulation, and the optimum pseudo drawing speed and mesh sizes for both the drawbead and sheet metal employed in the computation were determined through a systematic approach. The computed restraining force was then assigned to a regular mesh which replaced the mesh of the real drawbead. This constitutes the equivalent drawbead model, which avoids the extremely fine mesh required to describe the deformation of sheet blank in the drawbead area. In consequence, a huge amount of computation time can be saved. The accuracy of the finite element simulations using the equivalent drawbead model was validated by both the experimental data and the theoretical predictions. 相似文献
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Mingqi Li Zhichao Sun Minghui Li He Yang 《Journal of Materials Processing Technology》2005,160(3):396-400
Tube inversion by the axial drawing is an advanced forming process for manufacturing double-walled tubes with high quality, high efficiency, and low consumption. However, to realize forming process depends on producing the tearing in deforming zone, which has a close relationship with forming load. So in this paper, the influence of forming condition parameters on the deforming force and the process is investigated by rigid-plastic FEM numerical simulation. The results show that: (1) during the whole forming process, the shape of the tube remains unchanged when the radius of the core die is larger than a certain value, so a precision forming can be easily realized; (2) for a given r/d0 or t0/d0, the deforming force depends mainly on the value of r/t0, and there is a critical parameter k, when r/t0 < k, the steady forming force decreases with an increase of r/t0; on the contrary, when r/t0 > k, the steady forming force increases with an increase of r/t0; (3) the material hardening exponent n of the tube and the friction coefficient μ have a remarkable influence on the deforming force. The smaller the value of n and the larger the value of μ the larger the forming force. 相似文献
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