Project Details
Description
A commonly used model for dispersion of a passive scalar in the atmospheric boundary layer is the Langevin Equation, which is a stochastic differential equation. In atmospheric sciences it is integrated by the stochastic Euler scheme, which has a very low order of convergence and thus is very time-consuming. In this project a higher-order scheme for numerical integration of the non-linear height-inhomogeneous Langevin Equation is developed.
Status | Finished |
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Effective start/end date | 01/01/1996 → 31/12/1996 |
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