The utilization of renewable energy technologies, particularly hydrogen, has
seen a boom in interest and has spread throughout the world. Ethanol steam
reformation is one of the primary methods capable of producing hydrogen
efficiently and reliably. This paper provides an in-depth study of the
reformulated system both theoretically and numerically, as well as a plan to
explore the possibility of converting the system into its conservation form.
Lastly, we offer an overview of several numerical approaches for solving the
general first-order quasi-linear hyperbolic equation to the particular model
for ethanol steam reforming (ESR). We conclude by presenting some results that
would enable the usage of these ODE/PDE solvers to be used in non-linear model
predictive control (NMPC) algorithms and discuss the limitations of our
approach and directions for future work.Comment: Canadian Undergraduate Mathematics Conference 202