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The model equations have been tested with additional experimental data.
The governing model equations have been solved using the commercially available software, FEMLAB.
The model equations have been solved using the finite-difference method.
The model equations have been solved numerically by using the method of orthogonal collocation.
For ISIM and ACSL model equations have to be set up and directly typed in.
Mathematical model equations have been presented that estimate HAZ and surface roughness for various input laser cutting parameters.
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For the PSA process, it is found that viscous transport dominates in the adsorbing bed and the inclusion of other modes of transport in the model equations has practically no effect on the solution.
Note that the modification of the model equations has no effect on our coupling framework, where the exchange functions are incorporated by UDFs (user defined functions).
The structure of the model equations has two levels.
The kinetic parameters determined from the model equation had good agreement with the experimental results.
A 23 full factorial central composite design (CCD) has been employed and a quadratic model equation has been developed.
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