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The fractional power model rate constant (mg/g min).
Where k fp is the fractional power model rate constant (mg g−1 h−1), v is the adjustment parameter.
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A power-law model rate equation was derived with acquired experimental data.
The prediction models developed for the drying rate constant (power model and Arrhenius model) and Lewis model for moisture ratio fitted well to the data.
We will present the optimization of power and rate using the power model of RF front-end mentioned in Section 2 for minimizing the energy consumption.
Rate distortion models including power model, exponential model, and the proposed combining the power and exponential models are studied.
An empirical study of these two models showed that the power model gave predictions that were closer to the observed rates [ 2].
RPE: Rating of perceived exertion; Wmax: Maximum work capacity; P: Power model; D: Delay model; PD: Power-delay model; QD: Quadratic-delay model; RMSE: Root mean square error.
Fig. 11 power power model.
Linear and power models for predicting work rate in kg/min showed even higher levels of accuracy.
Various power modelling scenarios were considered (see table 1), demonstrating adequate power with varied control and intervention event rates if 203 patients are recruited.
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