Applied Mathematics and Mechanics (English Edition) ›› 1982, Vol. 3 ›› Issue (6): 873-883.

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AN UPPER BOUND SOLUTION FOR THE FORCE OF COMBINED BACKWARD-FORWARD EXTRUSION

Wu Shi-chun, Tang Cai-rong, An Jiang-shui, Bin Feng   

  1. Northwestern Poly technical University
  • Received:1982-02-03 Online:1982-11-18 Published:1982-11-18

Abstract: A rigid-triangle velocity field for combined backward-forward extrusion based on the experiments and the slip-line field is proposed in this paper. The flow separation point in the rigid-triangle velocity field is defined in accordance with the slip-line theory. A formula of minimum upper bound solution for the punch pressure of the combined extrusion is derived. The values from this formula are compared with those from the slip-line solution and with experimental results. The formula of upper bound solution can be used in practice.

Key words: indirect control system, absolute stability, Hermitian quadratic form, Jordan normal form

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