With this revision of the parallel Avrami model, we have applied the model to non-isothermal crystallization of APC-2 PEEK composite. Under the assumption that the linear growth rate determines the Avrami rate parameter, both the transport activation energy, U, and the kinetic parameter, Kg, ...
The yield stressσ y , saturation stressσ r s, steady stressσ d s and critical strainε care expressed as the functions of the Z parameter. A constitutive model is constructed based on the strain-hardening model, fractional softening model and modified Avrami kinetic equation. The DRV and ...
Avrami kinetic parameterAdsorptionWater treatmentWastewaterKinetic modelingThe need to stem the trend in the misuse and misinterpretation of the Avrami fractional kinetic equation in adsorption-based water treatment studies necessitated the present study. Taken into account, the theoretical basis and ...
With this revision of the parallel Avrami model, we have applied the model to non‐isothermal crystallization of APC‐2 PEEK composite. Under the assumption that the linear growth rate determines the Avrami rate parameter, both the transport activation energy,U, and the kinetic parameter,Kg, are...
Ultimately, through differential scanning calorimeter(DSC), the thermodynamics parameter and the ageing dynamic equation under the optimum condition of fresh noodle starch were studied. The result showed that quadratic model was the best model to describe the interaction between the factors(P0.0001). ...
the results indicate that, for one of the model functions parametrization, the kinetics parameter estimates showed a greater stability. although these functions were considered as distinct functions, it was possible to observe that the mmf function is an approximation of the jma function and the ...
Systematic changes in E a (FWO analysis), Ozawa exponent ( m ) and F ( T ) parameter (Avrami–Ozawa model) values showed that the increase in bulk viscosity during the reaction alters the EVA solid-state process mechanism by lowering radical diffusion and hindering the crosslink growth. On...
This note aims to present a new point of view of the description of the JMAK kinetic model by implementing non-locality in time using a time-fractional Caputo derivative and a general solution in terms of the Mittag-Leffler function of one parameter as a generalization of the local JMAK kine...