Series Solutions for Diffusion with a Second Order Reaction

Example 3.2.1. Series Solutions for Diffusion with a Second Order Reaction 

Consider diffusion with a second order reaction in a rectangular pellet. [18] The dimensionless concentration is governed by  

The order of the series is increased to get more accurate solutions  

The solution obtained is converted to polynomial form and stored in ca  

We observe that the series solution obtained is a function of and Cj. Now the boundary condition is evaluated using the solution obtained and substituting x = l  

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