The Mathematical Model of the Relation among the Resistance, the Distortion Temperature and the Rate of the Steel in the Plastic Deformation

Hong Li; Xiao Lin You

doi:10.4028/www.scientific.net/AMR.502.184

Paper Titles

Mixed-Solvothermal Preparation of Mace-Like CdS Nanocrystals
p.164

Influence of Structure Unit and the Distribution on the Low-Velocity Impact Property of the 3D Woven Composites
p.169

Effects of Feed Water Conditions on Performance of Electrodeionization Process for Removal of Ni²⁺ from Dilute Solution
p.174

Study on In Situ Carbon Dioxide-Generation Flooding
p.179

The Mathematical Model of the Relation among the Resistance, the Distortion Temperature and the Rate of the Steel in the Plastic Deformation
p.184

Seismic Behavior of Concrete Filled Circular Steel Tubular Columns Based on Artificial Neural Network
p.189

Bearing Capacity of Concrete Filled Square Steel Tubular Columns Based on Neural Network
p.193

Synthesis and Properties of an New Amphoteric Retaning Agent
p.198

Synthesis and Properties of Green Copolymer Retannage of Starch and Acrylamide with HRP/H₂O₂/ACAC
p.203

HomeAdvanced Materials ResearchAdvanced Materials Research Vol. 502The Mathematical Model of the Relation among the...

The Mathematical Model of the Relation among the Resistance, the Distortion Temperature and the Rate of the Steel in the Plastic Deformation

Abstract:

the hardening curve of the steel in the plastic deformation only considers the influence of the deformation degree on the resistance. This paper, according to the basic theory of plastic processing, proposes out the respective relation between the deformation resistance and the deformation degree, the temperature, as well as the rate. This paper gets the curves of these relations by experiments, summarizes the fundamental equations by simulation and finally deduces the plastic conditional equations relating to the material performance----the tensile strength.