This exercise is based on the lecture notebook L8_reactor_particle_maxwell_stefan_coupling.ipynb.
Task¶
Extend reactor-particle coupling from a scalar film-transfer coefficient to a multicomponent Maxwell-Stefan film model.
Questions¶
Reproduce the base-case coupled reactor-particle calculation.
Plot reactor bulk concentrations, particle boundary concentrations, and particle-center concentrations along the reactor.
Compute the outlet conversion of A and the minimum concentration in the full state vector.
Compare the film-transfer residual and the particle residual at convergence.
Change one binary Maxwell-Stefan diffusivity and describe how the outlet conversion and boundary concentration of A respond.
Deliverables¶
Submit plots of the axial profiles, residual checks, and a short explanation of why multicomponent film transfer is not equivalent to independent Fickian film coefficients.