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The absolute values of the coefficients in the model equation are shown to be indicative of the relative effects of the polymerisation reaction and of the temperature on the dielectric signal.
The experimental results and the results of theoretically predicted responses (using the model equation) are shown in Table 3.
Toth model and Fritz Schlunder model equation are given below: Toth model: Q_{text{eq}} = {{q_{text{to}} cdot C_{text{eq}} } mathord{left/ {vphantom {{q_{text{to}} cdot C_{text{eq}} } {(a + C_{text{eq}}^{n} )^{1/n} }}} right.
The regression coefficients (r-values) generated following fitting of drug release data to the Korsmeyer-Peppas model equation are summarized in Tables 2– 4 for all formulations tested.
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In addition, the predictive capability of the model equation was also found to be satisfactory.
Regression model equation was developed to predict the specific anammox activity at particular pH and temperature.
A second-order model equation was suggested and then validated experimentally.
Model equation was proposed with regard to the effect of temperature, pH and substrate concentration.
Then, the measurement model equation is established as follows: (6).
A model equation is the fourth-order extended Fisher-Kolmogorov equation (3.2) .
A model equation is the fourth-order extended Fisher-Kolmogorov equation (3.2). with.
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