S/N	Model Name	Drying Model
1	Newton	$M R = \exp (- k t)$
2	Page	$M R = \exp (- k t^{n})$
3	Modified Page	$M R = \exp - {(k t)}^{n}$
4	Henderson and Pabis	$M R = a \cdot \exp (- k t)$
5	Logarithmic	$M R = a \cdot \exp (- k t) + c$
6	Two term	$M R = a \cdot \exp (- k_{o} t) + b \cdot \exp (- k_{1} t)$
7	Two term exponential	$M R = a \cdot \exp (- k t) + (1 - a) \exp (- k a t)$
8	Wang and Singh	$M R = 1 + a t + b t^{2}$
9	Diffusion approach	$M R = a \cdot \exp (- k t) + (1 - a) \exp (- k b t)$
10	Modified Henderson and Pabis	$M R = a \cdot \exp (- k t) + b \cdot \exp (- g t) + c \cdot \exp (- h t)$
11	Verma et al.	$M R = a \cdot \exp (- k t) + (1 - a) \exp (- g t)$
12	Midilli et al.	$M R = a \cdot \exp (- k t^{n}) + b t$
13	Austin Approach	$M R = α W k t T \exp β$