continuity-convergence problems during mesh independence study
Dear all,
I'm quite new to Fluent and this is my first thread. I hope someone can help me. I’m facing continuity-convergence problems in my steady k-w SST simulation with refined meshes. I'm trying to simulate a flow with one inlet and ten outlets (one main outlet and 9 smaller outlets, see picture Initial_Meshing). The flow rate at the inlet and the main outlet is known and I want to examine the distribution between the 9 smaller outlets. My initial simulation, with a coarse mesh (750.000 nodes, 1.750.000 elements) converged for first and second order discretization (see picture CoarseMesh_SecondOrder_ResidualPlot). For a mesh independence study I used the same settings with refined meshes (1.050.000 nodes, 2.770.000 elements and 1.500.000 nodes, 4.560.000 elements) . With the refined meshes, the simulation only converged with first order discretization but not with second order (see picture RefinedMesh_SecondOrder_ResidualPlot). I monitored the flow at the outlets. The monitors showed a constant, almost oscillating, change in the outflow (see picture RefinedMesh_SecondOrder_MassFlowMonitor). This was not the case in the initial simulation with the coarse mesh. I'm unsing the following settings with a tet-Mesh. For the flow I've calculated reynolds numbers of about 4000 at the inlet, about 3000 at the main outlet and about 1000 at the small outlets. Model: k-w-SST, with Low Re correction Boundary Conditions Inlet: Mass-Flow-Inlet Main Outlet: Mass- Flow- Outlet Small Outlets: Pressure Outlet with 0 gauge pressure Methods: Scheme: Coupled Gradient: Green-Gaus Node Based Pressure: PRESTO! Momentum: Second Order Upwind Turbulent Kinetic Energy: Second Order Upwind Specific Dissipation Rate: Second Order Upwind with pseudo transient setting Controls: Pressure: 0,2 Momentum: 0,3 Density: 1 Body Forces: 1 Turbulent Kinetic Energy: 0,75 Specific Dissipation Rate: 0,75 Turbulent Viscosity: 1 So far I've tried to: - lower the relaxation factors - use differnt discretization methods - use differnt initializations I really hope someone can help me. Best regards, Peter |
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