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FINITE ELEMENT SIMULATION OF FORCES IN STRIPS TYING METAL SHEET COILS

机译:条带捆扎金属板卷中的力的有限元模拟

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Long metal sheets are commonly wound several turns around cylindrical rolls by winding processes to become sheet coils for compactness and easy handling purposes. The present paper proposes idealized boundary conditions to be applied on inner and outer edges of sheet coils for analyzing forces in strips tying them, using finite element method. The assumed initial condition is a multi-ply metal sheet coil with all plies overlapping each other's without contact pressure when inner and outer edges of coil are subjected to self equilibrium forces and bending moments which would create, from a flat sheet, the same radii of curvature at these edges. The final state is thus simulated by releasing these forces and bending moments. Explicit formulas for forces and bending moments at inner and outer edges are developed and presented for elastic perfectly plastic material assumption. The coil is meshed into 8-node curve-shell elements; the interaction between adjacent plies is accounted for by surface-to-surface contact and target elements and the strips are represented by 3D-beam elements; Coulomb's friction contact and large displacement schemes are used. Experiments are conducted with a galvanized steel sheet manually wound and tied by two stainless steel strips. Finite element simulation gives good agreements with experimental measurements for tension forces in strips and radial detachment from contact state at some locations.
机译:长金属板通常缠绕几个圆柱形辊的转弯,绕组工艺成为薄板线圈,用于紧凑,易于处理目的。本文提出了使用有限元法在捆绑它们的条带中分析力的薄板线圈内边缘和外边缘的理想边界条件。假设的初始条件是一种多层金属板线圈,当线圈的内边缘经受自平衡力和将产生的弯曲的时刻产生相同的半径时,彼此重叠而没有接触压力而没有接触压力。这些边缘的曲率。因此,通过释放这些力和弯曲力矩来模拟最终状态。开发和外边缘处的力和弯曲力矩的显式公式,并为弹性完美的塑料材料假设。线圈啮合到8节点曲线壳元件中;相邻层之间的相互作用被表面到表面接触和靶元件占据,并且条带由3D梁元件表示;使用库仑的摩擦接触和大位移方案。实验用镀锌钢板手动缠绕并由两个不锈钢条绑定。有限元仿真提供了良好的达成良好的达成良好的符合条带中的条带中的张力力和径向脱离的实验测量。

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