EULERIMPL

Higher order implicit Eulerian or ALE motion (recommended among the Euler implementations)

Transport terms are approximated with a second order accurate scheme. It uses upwinding in combination with MUSCL-reconstruction schemes to prevent high numerical diffusion and uses an implicit time integration scheme of second order. It is the Singly Diagonally Implicit Runge-Kutta(SDIRK) method of Alexander. We use the abbreviation SDIRK2. Example:
KOP(1) = LIQUID EULERIMPL T:EXPIMP(1.0) V:IMPLICIT v-- TURBULENCE:k-epsilon
ATTENTION: Please note the remark for the velocity boundary condition BC_v!!! List of parameters: