The von Foerster equation is a transport equation; it can be solved using a characteristics method.
12.
The heat transport equation in CHAIN _ 2D considered transport due to conduction and advection with flowing water.
13.
Additional transport equations for pollutants and other aerosols are included in some primitive-equation mesoscale models as well.
14.
To avoid smearing of the free-surface, the transport equation has to be solved without excessive diffusion.
15.
The Boltzmann transport equation and related approaches are important tools in non-equilibrium statistical mechanics due to their extreme simplicity.
16.
Additional transport equations for pollutants and other aerosols are included in some primitive-equation high-resolution models as well.
17.
Continuity equations underlie more specific transport equations such as the convection diffusion equation, Boltzmann transport equation, and Navier Stokes equations.
18.
Continuity equations underlie more specific transport equations such as the convection diffusion equation, Boltzmann transport equation, and Navier Stokes equations.
19.
This result can be derived from the vorticity transport equation, obtained by taking the curl of the Navier-Stokes Equations.
20.
The solute transport equations considered advective-dispersive transport in the liquid phase, as well as diffusion in the gaseous phase.
