2003
DOI: 10.1016/s0032-3861(02)00770-x
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Prediction of brittle-to-ductile transitions in polystyrene

Abstract: In this study it is attempted to predict brittle-to-ductile transitions (BDTs) in polystyrene blends, induced either by an increase in temperature or by a decrease in inter-particle distance. A representative, two-dimensional volume element (RVE) of a polystyrene matrix with 20% circular voids, is deformed in tension. During deformation a hydrostatic-stress based craze-nucleation criterion [1] is evaluated. The simulations demonstrate that crazes initiate at low temperatures while a transition from crazing to … Show more

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Cited by 56 publications
(42 citation statements)
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References 37 publications
(42 reference statements)
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“…Figure 14 for PS. [35] Simulations of the RVE response at different temperatures reflects this change, [63] as does the development of the hydrostatic stress within the RVE, see Figure 15a. Taking again 40 MPa as critical cavitation stress for PS, we anticipate a brittle-to-tough (B-T) temperature for PS around 80 8C, in accordance with experimental results, see Figure 15b.…”
Section: Effect Of Temperaturementioning
confidence: 99%
See 1 more Smart Citation
“…Figure 14 for PS. [35] Simulations of the RVE response at different temperatures reflects this change, [63] as does the development of the hydrostatic stress within the RVE, see Figure 15a. Taking again 40 MPa as critical cavitation stress for PS, we anticipate a brittle-to-tough (B-T) temperature for PS around 80 8C, in accordance with experimental results, see Figure 15b.…”
Section: Effect Of Temperaturementioning
confidence: 99%
“…Taking again 40 MPa as critical cavitation stress for PS, we anticipate a brittle-to-tough (B-T) temperature for PS around 80 8C, in accordance with experimental results, see Figure 15b. [63] Effect of Absolute Thickness…”
Section: Effect Of Temperaturementioning
confidence: 99%
“…10 In the last 15 years, a lot of effort has been invested by a number of groups at different universities into the development and validation of 3D constitutive models that can describe this localization behavior of glassy polymers, for example, in the group of Mary Boyce at MIT, [11][12][13] the group of Paul Buckley in Oxford [14][15][16] and in our Eindhoven group. [17][18][19] It was shown in subsequent quantitative studies 10,[19][20][21][22][23][24] that it is the large strain intrinsic behavior (yield, strain softening, and subsequent strain hardening) of the polymer that determines the macroscopic localization behavior, and thus failure. The model developed in our group proved to be capable of also predicting the long term static failure, 25,26 including a static fatigue limit when aging kinetics were taken into account.…”
Section: Introductionmentioning
confidence: 99%
“…The higher the amount of softening, the more extreme this strain localization will be, and the higher the build-up of hydrostatic stress within the zone [2,21]. A brittle-to-ductile transition is subsequently triggered if the local hydrostatic stress exceeds a (molecular weight dependent) critical level, leading to incipient cavitation and craze initiation [2,25].…”
Section: Physical Agingmentioning
confidence: 99%