Exact(32)
For the kinetic analysis, the Integral Method was used.
The Integral method was used for the analysis of non-uniform through-thickness stresses.
The kinetic parameters were estimated and statistically tested by the integral method.
A general form for the weighting factor is derived for the integral method.
As the fouling layer thickens, the integral method predicts flow reversal.
The kinetic parameters were calculated using the iso-conversional differential method, the integral method, and the Kissinger method.
Similar(28)
A problem of the integral methods is the fact that Arrhenius integral function does not have an exact analytical solution.
The performances reached by adopting the integral methods widely satisfy the accepted accuracy level conventionally set at values lower than 10%.
These methods include: the integral methods (moment methods, physical optics and modal expansion), the differential equation methods (the finite difference time domain (FDTD) and parabolic equation), and the ray methods (tracing/launching and Gaussian beams).
In the present work, it is shown how a proper mathematical model allows the utilization of the differential and/or the integral methods of kinetic analysis.
This paper reports on the accuracy of the integral methods used for the kinetic analysis of degradation and crystallization of polymers.
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