2008
DOI: 10.1002/pen.21060
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Time, temperature, and strain effects on viscoelastic Poisson's ratio of epoxy resins

Abstract: Poisson's ratio of polymeric materials, although generally assumed as a constant, is known to display a viscoelastic dependence on time, temperature, and strain. This article investigates the phenomenology of this dependence on two crosslinked epoxy systems with different glass transition temperatures. Poisson's ratio measurements are performed by contact extensometers simultaneously measuring the axial and transverse deformations under two different tensile testing conditions: (i) constant deformation rate, i… Show more

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Cited by 54 publications
(30 citation statements)
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“…when the T g drops below the testing temperature. A similar trend was observed previously for tests at different temperatures [50], [51]. This increase in Poisson"s ratio was associated with the transition to a more rubbery behaviour as water enters and T g drops.…”
Section: T G Related Behavioursupporting
confidence: 87%
“…when the T g drops below the testing temperature. A similar trend was observed previously for tests at different temperatures [50], [51]. This increase in Poisson"s ratio was associated with the transition to a more rubbery behaviour as water enters and T g drops.…”
Section: T G Related Behavioursupporting
confidence: 87%
“…For both strain rates the inflection point of the curves is located at about 40°C, in proximity to that found for the Poisson's ratio measured at the lower strain rate. It is interesting to compare these results with those previously obtained by this group, under similar experimental methodology, on epoxy resins [14]. A similar sigmoidal dependence on temperature was evidenced for the epoxy systems, but with an inflection point for the Poisson's ratio vs. temperature curve occurring 20°C below the inflection point of the simultaneously measured Young's modulus vs. temperature curve.…”
Section: Constant Deformation Rate Testssupporting
confidence: 78%
“…Moirè interferometry [10,[17][18] and video extensometry [13,16]), bonded strain gages [19][20] [22]). In a work on epoxy resins we have also reported Poisson's ratio as increasing with time, temperature and strain, and decreasing with strain rate [14]. Moreover, a decreasing trend has been reported for the complex Poisson's ratio with frequency under dynamic conditions (Kästner and Pohl on PMMA [23]; Caracciolo and coworkers on poly(vinylchloride) (PVC) [19][20]; Arzoumanidis and Liechti on a neat urethane adhesive (Ashland) [21]; Pritz, by indirect methodology, on rubbery materials and PMMA [24]).…”
Section: Introductionmentioning
confidence: 83%
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“…(1), # is Poisson's ratio, which for epoxy varies from 0.40 to 0.45 depending upon various factors [28,29]. K IC is the fracture toughness intensity factor, which is the crack driving force calculated using Eq.…”
Section: Evaluation Of Mode I Fracture Toughness Of Matrix (G M Ic )mentioning
confidence: 99%