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Spatial free plastic forming of slender parts -- fundamental relations and first example

机译:细长零件的自由空间塑性成型-基本关系和第一个示例

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Since plane air bending of slender parts, controlled only by the motion of both end supports has been established as a feasible metal forming process from the theoretical, experimental and technological point of view the fundamentals shall now be elaborated also for the corresponding spatial forming process. After presenting the basic kinematic relations the resultant forces and moments, acting on the material cross sections are introduced as generalized stresses producing work against the associated generalized strain rates. The equilibrium and the incremental compatibility conditions are formulated mutually with a generalized elastic-plastic constitutive law. Limitations to the forming process due to hurting the yield condition are also discussed. As a special event the deformation of the Bernoulli beam is examined, particularly due to moving yield hinges. The general theory is illustrated as the example of forming a helicyclic spiral.
机译:从理论,实验和技术的观点来看,由于细长零件的平面空气弯曲仅由两个端部支撑件的运动来控制已被确定为可行的金属成形过程,因此,现在还将详细阐述相应空间成形过程的基本原理。在给出了基本的运动学关系之后,作用在材料横截面上的合力和力矩被作为广义应力引入,从而产生了与相关的广义应变率相对的功。平衡和增量相容条件是用广义的弹塑性本构关系相互表述的。还讨论了由于破坏屈服条件而对成形工艺的局限性。作为特殊事件,特别是由于屈服铰链移动,检查了伯努利梁的变形。举例说明了形成螺旋螺旋的一般理论。

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