Optimization of periodic fins using streamwise periodic flow solver with iso-thermal boundaries in SU2
Nitish Anand, Carlo de Servi
Energy Technology Unit
Thermal Energy Systems Group
This research was funded by Vlaanderen Agentschap Innoveren and Ondernemen (VLAIO), Belgium, through the project IAMHEX (grant number HBC.2021.0801).
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Motivation & Background
1
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Why a periodic flow solver?
Reduced-order Modeling
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Boundary Condition: Iso-thermal Wall
Suitable temperature scaling
Energy Equation
Temperature periodicity
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Streamwise Periodic Energy Equation for Isothermal Walls
Implementation, Verification & Optimization
2
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Implementation in SU2
feature_isothermalSWP
su2code/SU2
Draft #1799
Flow Source Terms: Tobias Kattmann
Extended: Additional Energy equation source terms
2D/3D generalization
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Iso-thermal Solver: Temperature profile
Laminar
Turbulent
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Verification of temperature profiles
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Gradient Validation
Laminar
Turbulent
Not for external distribution
FD: Finite Difference, ADJ: Adjoint
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CAD-Based Shape Optimization
Laminar
Turbulent
+5%
(feasible design)
+6%
(infeasible design)
Shortcomings !
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FFD-Based Shape Optimization
Laminar
Turbulent
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Topology Optimization of HEX Manifold
3
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Upgraded Legacy Code
feature_porous_media_topopt
su2code/SU2
Not yet
Original Implementation: Dr. Thomas D. Economon
Extended: Objective Function
Multi-zone communication
Python optimization framework
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Objective Functions: Power Dissipation
Simulation Courtesy: Sanjay Vermani, Researcher, VITO.
Iso-surface porosity 0.5
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Objective Functions: Maldistribution Function
Simulation Courtesy: Sanjay Vermani, Researcher, VITO.
Iso-surface porosity 0.5
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Objective Functions: ED+MDF
Simulation Courtesy: Sanjay Vermani, Researcher, VITO.
Combined Objective: Inlet manifold only
Iso-surface porosity 0.5
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Conclusions & �Way Forward
4
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Conclusions and Perspective
LES - Teaser
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Thank you!
Dr.ir. Nitish Anand
nitish.anand@vito.be
Dr.ir. Carlo de Servi
carlo.deservi@vito.be
This research was funded by Vlaanderen Agentschap Innoveren and Ondernemen (VLAIO), Belgium, through the project IAMHEX (grant number HBC.2021.0801).
vito.be
©VITO – Not for distribution