2017
DOI: 10.1111/ffe.12724
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Fatigue and ratcheting assessment of AISI H11 at 500°C using constitutive theory coupled with damage rule

Abstract: Hot extrusion is one of the most commonly used manufacturing methods for metal plastic deformation, and the consumption of extrusion tooling is considerably high due to its fatigue damage under cyclic serving condition. Hot‐work tool steel AISI H11 is one of these typical materials employed in extrusion tooling. This work is dedicated to calculating the stress/strain state of AISI H11 and predicting its lifetime at high temperature 500°C by building a unified constitutive model coupled with Lemaitre's damage l… Show more

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Cited by 10 publications
(6 citation statements)
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“…Hence, the proposed isotropic hardening rule is used as follows. [ 28 ] Q = Q 0 + Q a [ 1 exp ( Q b p ) ] + Q c p where Q is the isotropic hardening internal variable denoting the size change in yield surface due to plastic flow. Q 0 is the initial size of the yield surface, Q a , Q b , Q c are the parameters of the material, and Q b controls the rate of reaching the saturation.…”
Section: Mechanical Behavior Characterizationmentioning
confidence: 99%
“…Hence, the proposed isotropic hardening rule is used as follows. [ 28 ] Q = Q 0 + Q a [ 1 exp ( Q b p ) ] + Q c p where Q is the isotropic hardening internal variable denoting the size change in yield surface due to plastic flow. Q 0 is the initial size of the yield surface, Q a , Q b , Q c are the parameters of the material, and Q b controls the rate of reaching the saturation.…”
Section: Mechanical Behavior Characterizationmentioning
confidence: 99%
“…The cyclic hardening and softening can usually be found in high temperature cyclic response . Isotropic hardening rule is then to describe the mechanical properties from hardening to softening: Q=Qo+Qa[]1exp()Qbp+Qcp where Q is the isotropic hardening internal variable denoting the change of yield surface size due to plastic flow, and Q a , Q b , and Q c are parameters of the material.…”
Section: Experiments Combining With Fe Analysismentioning
confidence: 99%
“…Since the constitutive model of AISI H11 at 500°C has been established in previous study, the corresponding parameters are then presented directly in Tables and in this work. The details of experiment and simulation of cyclic stress‐strain behavior can be seen in Ma et al For this example, only the elastic module E , ultimate tensile strength σ u , and initial yield stress Q 0 ( σ y ), which are considered basic material properties, are assumed to be random variable for simplicity. These three random material parameters will be sampled and then be written into UMAT for each FE model.…”
Section: Engineering Applicationmentioning
confidence: 99%
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“…The cyclic plasticity and creep models for metal materials have been developed for decades [4][5][6][7]. These models can provide precise modeling and prediction for the complex deformation response and damage evaluation [7,8]. Moreover, the further theoretical research for the physical basis of the models was conducted, including the energy evolution under the framework of thermodynamics [9,10].…”
Section: Introductionmentioning
confidence: 99%