NUMERICAL SOLUTION OF MODEL EQUATION USING ORTHOGONAL COLLOCATION METHOD IN PYTHON

Thiele number is 100.

d'c 2 dc-8c=0 + e dp Here, the Thiele modulus is defined as k-RC D. The boundary conditions are . At the pellet center p=0: dc 20 At the outer pellet surface p=1: o without external mass transfer limitations C=1 d'c 2 dc-8c=0 + e dp Here, the Thiele modulus is defined as k-RC D. The boundary conditions are . At the pellet center p=0: dc 20 At the outer pellet surface p=1: o without external mass transfer limitations C=1