4.5 Article

A Novel Method for Friction Coefficient Calculation in Metal Sheet Forming of Axis-Symmetric Deep Drawing Parts

期刊

SYMMETRY-BASEL
卷 14, 期 2, 页码 -

出版社

MDPI
DOI: 10.3390/sym14020414

关键词

friction coefficients; calculation method; finite element simulation; sheet forming; symmetrical part

资金

  1. China's National Natural Science Foundation [51975509]

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Friction is an important factor in sheet metal forming, affecting dynamic behaviors and stress-strain distributions. A new theoretical model based on plastic flow law and partitioning was used to analyze deformation characteristics and stress-strain distribution in deep drawing. Experimental results verified the accuracy of the model, showing that the drawing force increased with punch depth, while the friction coefficient decreased.
Friction is one of the important factors in sheet metal forming. It greatly affects dynamic behaviors of metal sheets and stress and strain distributions in the metal sheets. In this study, deformation characteristics, stress-strain distribution, and change law of symmetrical parts in the process of deep drawing are analyzed using a new theoretical model based on the plastic flow law and partitioning the forming area. In the model, the least-square method is used to linearize the friction coefficient in nonlinear problems and reverse the calculation of friction coefficients to interpret the friction coefficient. To evaluate the model, the friction coefficient in sheet metal drawing of axis-symmetric deep drawing parts under various friction conditions was measured using a self-developed measuring system. The comparison between the experimental results and the calculation using the model shows a good agreement. The results show that the drawing force increases with the increase in punch depth; the friction coefficient decreases with the rise in punch depth. The friction coefficient obtained by fitting is relatively stable, and the average error is less than 3%. Using the friction coefficient model in finite element simulation analysis, it shows that the thickness and blank shape errors are less than 5%. The novel method studied in this paper shows great significance in support for theoretical research, numerical simulation research, and sheet metal stamping performance evaluation.

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