Skip to content
This repository has been archived by the owner on Feb 2, 2022. It is now read-only.

Releases: staneuski/dualFuelEngine

v0.5-alpha

16 Jun 11:46
7cac448
Compare
Choose a tag to compare
  • Added limitation for speed and temperature [ commit 58151eb ]
  • Accounting kinetic energy in the energy equation [ commit 61c2137 ]
  • Added density boundary condition constructor to cope with interfaced BCs type (for instance with cyclic or ACMI) [ commit 6f9b468 ]
  • Move the concentration equations from of the corrector loop [ commit 66c929a ]
  • Improved flux consistency for moving mesh for moving mesh [ commit df82e3e ]
  • Added BCs correction after pressure calculation [ commit e062af1 ]
  • Created cylCyclic2D/ case (to set engine geometry parameters blockMeshDict.m4 is used) [ commit c1e0d74 ]
  • Created cylPiston/ case geometry with blockMesh utility (to set engine geometry parameters blockMeshDict.m4 is used) [ commit c1e0d74 ]

fluidThermo basic thermophysical model. Dynamic mesh. Solver parameters by PIMPLE.

11 Mar 22:16
Compare
Choose a tag to compare

This version tested using OpenFOAM-dev, release dev-7cd43ea5f827


Repository branching model switched to the GitFlow model after the commit 0589df3.

Concentration fields are returned. Stability improved.

08 Jan 19:44
Compare
Choose a tag to compare
v0.2-alpha v0.3-alpha
v0.2-alpha v0.3-alpha

Compressible flow simulated by continuity, Navier–Stokes and energy conservation equations.

09 Jul 21:14
Compare
Choose a tag to compare

Completely new solver which has nothing in common with the previous v0.1-alpha version

  • Four equations added to the heart of the main solver [ commit dbe7c0a ]:
    1. dt(T) + ∇•T - DT∆T = T - scalar-transport equation
    2. dt(rho) + ∇•(phi*rho) = 0 - continuity equation
    3. Dt(rho*U) = - grad(p) + grad( μ/3*div(U) ) + ∆U - Navier–Stokes equation
    4. Dt(rho*e) = - ∇•(p*U) + ∇•(λgrad(T)) + U•[ μ*∆U + grad(μ/3*∇•U) ] - energy conservation equation

v0.2-alpha

Incompressible flow using potential and scalar-transport equations. Concentration fields.

29 Oct 14:38
Compare
Choose a tag to compare