1973
DOI: 10.1002/pen.760130110
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Kinetics and thermal characterization of thermoset cure

Abstract: The differential scanning calorimeter (Perkin‐Elmer DSC‐1) is used to characterize the cure of a general‐purpose polyester during isothermal and scanning experiments. The technique is based on a new proposed model for the kinetics of isothermal cure. The model yields results which are in good agreement with experimental isothermal rate of reaction and integral heat of reaction data. It also gives some information about the residual reactivity of the sample after an isothermal cure experiment. With the aid of t… Show more

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Cited by 963 publications
(550 citation statements)
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“…The delaying effects of the CNFs are mainly reflected on the rate constant K which decreases with the amount of carbon nanofibres. The overall order of reaction m+n, is close to 2 as typically reported for phenomenological models of thermosets curing [1,3,46] and remains practically constant with negligible changes with the CNFs content. Figure 7 17…”
supporting
confidence: 83%
“…The delaying effects of the CNFs are mainly reflected on the rate constant K which decreases with the amount of carbon nanofibres. The overall order of reaction m+n, is close to 2 as typically reported for phenomenological models of thermosets curing [1,3,46] and remains practically constant with negligible changes with the CNFs content. Figure 7 17…”
supporting
confidence: 83%
“…[5] Using Equation (20a) and (20b) the reactions are characterized by nearly the same E a values which is predictable as they both proceed through the same type of epoxy-hydroxyl-amine transition complex.…”
Section: Kinetic Parametersmentioning
confidence: 94%
“…Research in this field is encouraged by the flexibility of mechanistic models. In contrast, phenomenological models [5][6][7] are limited to conditions (initial formulation, temperature, conversion range) that are similar to conditions from which they are derived.…”
Section: Full Papermentioning
confidence: 99%
“…, for k=1,2 , the fluid flow speed uk and the fluid pressure pk satisfy Stokes law of viscous flows for viscosity ~~ [8] for a justification). Note that the function a is defined only in domain S~i (t), and a function of pseudo-concentration S (see [1]) such that {(t, y) E TI / S(t, y) = 1 } will be used as characteristic of domain and ~ (t, y) E II / S(t, y) = 0~ of domain !12(t).…”
Section: Introductionmentioning
confidence: 99%