Abstract
A new procedure is presented for determining the Tanaka formulation of the constitutive equation representing the dependence of peak stress σp on temperature T and strain rate ε derived from torsion tests on 316 stainless steel:
where α, n and T’ are constants. The peak strain εp is shown to be linearly dependent on σp. The flow curves up to the peak can be calculated by the equation
where c is a constant evaluated as 0.193 and is associated with average errors of less than 2%. The constitutive constants are compared with those in the literature for similar stainless steels.
Additional information
Notes on contributors
H.J. McQueen
HJ. McQueen and N.D. Ryan are in the Department of Mechanical Engineering, Concordia University, Montreal, Canada H3G 1M8.
A. Cingara
A. Cingara is in the Department of Chemical Engineering, University of Novi Sad 21000, Yugoslavia.
N.D. Ryan
HJ. McQueen and N.D. Ryan are in the Department of Mechanical Engineering, Concordia University, Montreal, Canada H3G 1M8.