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NEW EXPRESSION FOR A BLANKING FORCE CALCULUS OF A COSPEL USING A DIE MATRIX ANGLED

机译:角模冲模的消隐力计算的新表达

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Frequently it is desired to calculate the blanking shear force of a cospel using an angled matrix as main characteristics of the cutting die. There are two reasons that support the development of this calculation: the first is that the product may change its shape or material, which makes necessary to modify the operating parameters according to the geometric size and metal composition changes. The second is that the nominal capacity of the working press is established by the manufacturer and cannot be altered to adapt to a new product, this means that any new product parameters must be adapted to the capabilities of the machine. Also, the force equation must contain the main variables of the product and not just "proportions" or "factors", allowing a better approximation of the cutting operation. In this work, a new expression for the blanking force calculus of a cospel is obtained, based on the geometric characteristics of the cutting die (punch and matrix). A matrix die angled is considered as a main characteristic of the sheet metal cutting die, maintaining the punch geometry without cut angles. Two formulas derived from analytical and graphical proposed methods are used and several blanking tests were conducted with a die designed and fabricated properly to run the laboratory tests. The graphical methods are based on a projected area of the metal cospel, obtained from the three dimensional cospel area to cut, this two dimensional projected area is utilized in the expression for the cutting force calculus. On the other hand, the analytical approach considers an area limited from a mathematical equation obtained from a model based on the geometry regions of the blanking die; this area has also utilized as the shear area in the cutting force calculus of a metal cospel. The experimental procedure consisted in reproduce the blanking operation of several metal cospels using the designed and fabricated die. The cutting force was measured using three different matrix die angles probed during the blanking tests, maintaining the same cut angle of the punch during the tests. The tests results were compared with both analytical and graphical methods showing good agreement. Similarly, the cutting force was calculated with analytical and experimental expressions obtained from the specialized literature in order to determine the degree of accuracy of the calculations.
机译:通常,期望使用成角度的矩阵作为切削模具的主要特征来计算异型坯料的落料剪切力。支持此计算的开发有两个原因:首先是产品可能会改变其形状或材料,这有必要根据几何尺寸和金属成分的变化来修改操作参数。第二个原因是工作压力机的标称容量由制造商确定,不能更改以适应新产品,这意味着任何新产品参数都必须适应机器的功能。同样,力方程必须包含产品的主要变量,而不仅仅是“比例”或“因数”,从而可以更好地近似切削操作。在这项工作中,基于切削模具(冲头和基体)的几何特性,获得了对一齿状物的落料力微积分的新表达式。有角度的矩阵模具被认为是钣金切割模具的主要特征,可以保持冲头的几何形状没有切割角度。使用了从分析方法和图形方法提出的两个公式,并使用适当设计和制造的模具进行了几个落料测试,以运行实验室测试。图形方法是基于从要切割的三维空间中获得的金属Cospel的投影面积得出的,该二维投影面积用于表达切削力演算。另一方面,该分析方法考虑了基于冲裁模的几何区域从模型获得的数学方程式所限制的区域;因此,该方法不适合于基于冲模的几何区域。该区域也已用作金属cospel切削力演算中的剪切区域。实验程序包括使用设计和制造的模具复制几种金属坯料的落料操作。切削力是通过在落料测试中探测到的三个不同的基体模具角度来测量的,在测试过程中保持冲头的切削角度相同。测试结果与分析方法和图形方法进行了比较,显示出良好的一致性。同样,切削力是根据专业文献中的分析表达式和实验表达式计算得出的,以便确定计算的准确性。

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