Abstract

High pressure torsion extrusion (HPTE) is a promising new mechanism for severe plastic deformation of metals and alloys. It enables the manufacture of long products with a radial gradient ultrafine-grained structure and of composite materials with a helical inner architecture at the meso and the macro scale. HPTE is very promising as a technique enabling light weighting, especially with magnesium, aluminium and titanium alloys. For the first time, this article presents an analytical model of the HPTE process that makes it possible to investigate the role of the various process parameters and calculate the distribution of the equivalent strain over the entire sample length. To verify the model, its predictions were compared with the numerical simulations by employing the finite element software QForm. It was shown that potential negative effects associated with the slippage of a sample relative to the container walls can be suppressed through appropriate die design and an efficient use of the friction forces.

Highlights

  • Recent years have seen a growth in popularity of the concept of architectured materials, which makes potential breakthroughs in materials science a realistic possibility [1,2,3,4]

  • One is faced with the problem of finding a reasonable compromise between the conflicting requirements of maximizing the friction forces and minimizing the proportion of the non-uniformly deformed portion of the sample length. Another crucial aspect of design of the High pressure torsion extrusion (HPTE) process is ensuring that simple shear deformation occurs in a thin layer of the sample [28,29,30]

  • We propose a simple mathematical model that makes it possible to calculate the optimal parameters of the HPTE process

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Summary

A Mathematical Model of Deformation under High

Roman Kulagin 1, *, Yan Beygelzimer 1,2 , Yuri Estrin 3,4 , Yulia Ivanisenko 1 , Brigitte Baretzky 1 and Horst Hahn 1.

Introduction
The Model
Results and Discussion
Dependence
Conclusions
Full Text
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