1. Set the boundary conditions, including the FLiNaK salt inlet
velocity, turbulent parameters and outlet pressure, etc.
2. Solve the momentum equation to determine the velocity
distribution in the solution domain.
3. Solve the pressure correction equation derived from the
continuity equation to eliminate the mass conservation error
and then apply appropriate corrections to update the salt
velocity and pressure distributions.
4. Solve the energy equation to obtain the gas temperature
distribution in the solution domain.
5. Update the physical properties of the FLiNaK salt from Eq. (1).
6. Solve the kε turbulence model to obtain the distribution
characteristics of turbulent parameters and update the effective
properties of the FLiNaK salt induced by the turbulence.
7. Repeat steps 2 through 6 until the convergent criteria are
satisfied.