2012
DOI: 10.1115/1.4006768
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Modified Primary Shear Zone Analysis for Identification of Material Mechanical Behavior During Machining Process Using Genetic Algorithm

Abstract: Jn the cun-ent work, an inverse analysis on the primary shear zone was introduced to determine the five constants in Johnson-Cook's material constitutive equation under the conditions of metal cutting. Based on the detailed analysis on the boundary conditions of the velocity and shear strain rate fields, Oxley's "equidistant parallel-sided" shear zone model was revisited. A more realistic nonlinear shear str'ain rate distribution has been proposed under the frame of nonequidistant primary shear zone configwati… Show more

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Cited by 14 publications
(4 citation statements)
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“…They have been used in a wide range of applications, including manufacturing processes to optimize system design and order pol icy [46], system identification to obtain model parameters [47,48], identification of manufacturing process parameters [49], assembly system reconfiguration planning [50], sheet roll forming [51] and folding [52], and shape optimization of orienting devices [53]. Stochastic search algorithms, however, can be computationally expensive and may break down in high dimension spaces such as those of continuum topology optimization.…”
Section: -4 / Vol 136 December 2014mentioning
confidence: 99%
“…They have been used in a wide range of applications, including manufacturing processes to optimize system design and order pol icy [46], system identification to obtain model parameters [47,48], identification of manufacturing process parameters [49], assembly system reconfiguration planning [50], sheet roll forming [51] and folding [52], and shape optimization of orienting devices [53]. Stochastic search algorithms, however, can be computationally expensive and may break down in high dimension spaces such as those of continuum topology optimization.…”
Section: -4 / Vol 136 December 2014mentioning
confidence: 99%
“…15. Shear stresses, strain rate and temperature are significantly influenced by the change in geometry of primary shear zone [56]. The geometry of the primary shear zone is governed by the shear plane angle (∅ s ) and the ratio of the length of the primary shear zone (l AB ) to its thickness (t p ).…”
Section: Primary Shear Zonementioning
confidence: 99%
“…However, five constant parameters need to be known when using the Johnson-Cook material constitutive equation to calculate shear stress in orthogonal or oblique-angle cutting modeling. So, Pang et al [7] inversely identified the J-C constitutive parameters of AISI 1045 steel through cutting experiments. Firstly, the stress, strain, strain rate and temperature in the shear zone are calculated using the modified Oxley classical parallel shear band model.…”
Section: Introductionmentioning
confidence: 99%