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October 21, 2019, 23:07 |
Sliding mesh with conjugate heat transfer
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#1 |
New Member
Ramy
Join Date: Nov 2016
Posts: 5
Rep Power: 9 |
Dear all,
I am simulating a 2D first stage turbine as seen in Fig. 1. It is consisted of 4 domains; at the left, there is a fluid domain and a solid domain (stator vane) and at the right, there is also a fluid domain and a solid domain (rotor blade). The two domains at the right are moving down by using a sliding mesh technique. After initialization, once I start the iteration, I get a warning saying: WARNING: The solid velocity has a significant normal component on 10708 faces of face zone 21. The maximum angle between the velocity and face surface is 90.0 deg at ( 2.364e-02, 3.669e-02, 0.000e+00). The solver may not achieve global energy conservation as a result. The tolerance for this check (currently 20.0 deg) is controlled by the rpvar 'wall/vnormal-tolerance'. Please check your setup. This warning will not be written again. and then after couple of iteration, I get divergence because the temperature of moving solid gets unrealistically low (1 Kelvin). The boundary conditions are simple: 1- inlet (the left vertical edge at the left of the stationary domains): pressure inlet: 16 atm (Also, I tried mass flow inlet=15 kg/s and velocity inlet = 10 m/s as well). 2- outlet (the right vertical edge at the right of the moving domains): pressure outlet: 3.5 atm. 3- The upper and lower edges of the fluid domains are periodic boundary condition. 4- the interface (its length is 0.05 m) between the moving and stationary domains is "periodic repeat". 5- the two solids domain: constant heat flux (I also tried different values for it) 6- the moving domains moves down at a speed of 553 m/s. 7- time step size = 3.5 e-6 seconds. 8- I tried different schemes (coupled, simple, simplec, etc) but I got the same warning and divergence!! I also tried a denser mesh for the moving solid body but didn't solve the issue and tried a conformal and nonconformal meshes for the moving body but none of them worked!! Thank you. |
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Tags |
axial turbine, conjugate heat transfer, sliding mesh model |
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