Bend Allowance and Developed Length Calculation for Pressbrake Bending

Author:

Pourboghrat F.1,Stelson K. A.2

Affiliation:

1. Alcoa Laboratories, Alcoa Center, PA 15069-0001

2. University of Minnesota, Minneapolis, MN 55455

Abstract

Developed length refers to the length of the unstretched fiber measured over both bent and straight sections of a bent sheet. Bend allowance is a term coined by Sachs as a measure of the length of the unstretched fiber in the bent section. Sachs’ empirical equation for calculating bend allowance is not physically based and is independent of material and forming conditions. A physics-based model for calculating bend allowance and developed length for a strain hardening sheet metal formed by pressbrake bending is presented. Effects of material properties and tooling geometry on the calculation of these parameters are considered. It is shown that unlike Sachs’ assumption, it is the deformed shape and not the neutral axis shift or thinning that is important for calculating the developed length in pressbrake bending. It is also shown, by comparing calculated and measured data, that better accuracy can be obtained when the proposed method is used instead of Sachs’ empirical equation.

Publisher

ASME International

Subject

Industrial and Manufacturing Engineering,Computer Science Applications,Mechanical Engineering,Control and Systems Engineering

Reference16 articles.

1. Sachs, G., Principles and Methods of Sheet-Metal Fabrication, Reinhold, 1976, pp. 95–115.

2. Hill, R., The Mathematical Theory of Plasticity, Clarendon, Oxford, 1950, pp. 287–294.

3. Pourboghrat, F., Stelson, K. A., “Bend Allowance Calculation in a Flexibly Automated Sheet Metal Fabrication System,” Proceedings of the U.S.A.-JAPAN Symposium on Flexible Automation, July 18–20, 1988a, Minneapolis, Minnesota.

4. West, J. S., “Adaptive Stroke Reversal Control in Brakeforming Process,” S. M. Thesis, MIT, Cambridge, MA, July 1980.

5. Stelson K. A. , and GossardD. C., “An Adaptive Pressbrake Control Using an Elastic-Plastic Material Model,” ASME Journal of Engineering for Industry, Vol. 104, November 1982, pp. 389–393.

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