S/N

Model Name

Model Equation

Reference

1.

Newton/Lewis

M R = exp ( k t )

[59]

2.

Page

M R = exp ( k t n )

[55]

3.

Modified Page

M R = exp [ ( k t ) n ]

[60]

4.

Modified Page II

M R = exp ( k ( t L 2 ) n )

[61] [62]

5

Modified Page III

M R = k exp ( t d 2 ) n

[63]

6.

Henderson and Pabis

M R = a exp ( k t )

[64]

7.

Logarithmic

M R = a exp ( k t ) + c

[65]

8.

Two Term

M R = a exp ( k 0 t ) + b exp ( k 1 t )

[66]

9.

Two Term Exponential

M R = a exp ( k t ) + ( 1 a ) exp ( k a t )

[60]

10.

Wang and Singh

M R = M O + a t + b t 2

M R = 1 + a t + b t 2

[67] [68]

11.

Singh et al.

M R = exp ( k t ) a k t

[4]

12.

Approximation of Diffusion (or Diffusion Approach)

M R = a exp ( k t ) + ( 1 a ) exp ( k b t )

[65]

13.

Verma et al.

M R = a exp ( k t ) + ( 1 a ) exp ( g b t )

[69]

14.

Modified Henderson and Pabis

M R = a exp ( k t ) + b exp ( g t ) + c exp ( h t )

[50]

15.

Aghabashlo Model

M R = exp ( k 1 t 1 + k 0 t )

[70]

16.

Ademiluyi Modified

M R = a exp ( k t ) n

[71]

17.

Weibull

M R = exp ( ( t a ) b )

[72]

18.

Midilli et al.

M R = a exp ( k t n ) + b t

[61]

19.

Peleg Model

M M O = 1 k 1 + t k 2 , d m d t = R = k 1 k 1 + t k 2

[32]

20.

Silva et al.

M R = exp ( a t b t 1 2 )

[73]

21

Thompson

t = a I n ( M R ) + b [ I n ( M R ) ] 2

[74]

22.

Geometric

M R = a t n

[75]

23.

Combined Two Term and Page

M R = a exp ( k t n ) + b exp ( h t n )

[76]