A hybrid moment equation approach to gas-grain chemical modeling
Fujun Du, Berengere Parise

TL;DR
This paper introduces a hybrid moment equation method for gas-grain chemical modeling that improves accuracy over traditional rate equations and is computationally more efficient than Monte Carlo simulations, suitable for large reaction networks.
Contribution
A systematic hybrid moment equation approach with cutoff and switch schemes for accurate and efficient modeling of large gas-grain chemical networks in astrochemistry.
Findings
Significantly improves over rate equations for surface reactions
Comparable to Monte Carlo results under certain conditions
Faster than Monte Carlo but slower than rate equations
Abstract
[Context] The stochasticity of grain chemistry requires special care in modeling. Previously methods based on the modified rate equation, the master equation, the moment equation, and Monte Carlo simulations have been used. [Aims] We attempt to develop a systematic and efficient way to model the gas-grain chemistry with a large reaction network as accurately as possible. [Methods] We present a hybrid moment equation approach which is a general and automatic method where the generating function is used to generate the moment equations. For large reaction networks, the moment equation is cut off at the second order, and a switch scheme is used when the average population of certain species reaches 1. For small networks, the third order moments can also be utilized to achieve a higher accuracy. [Results] For physical conditions in which the surface reactions are important, our method…
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