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Modeling Transient Flows
Modeling Transient Flows
A Practical Guide
A Practical Guide
Frank Kelecy
Frank Kelecy
Fluent Inc.
Fluent Inc.
June 10, 2004
June 10, 2004
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Agenda
Motivation and Goals
Algorithms
Segregated Solver
Coupled Solvers
Setting Up Unsteady Problems
Solving and Post-processing
New Algorithms for Fluent 6.2
Physical Models and Unsteady Flows
Summary
Appendix
Additional Material on Solver Features and Physical Models
Examples + Validations
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Motivation
Nearly all flows in nature are unsteady!
Steady-state assumption is possible if we…
Ignore unsteady fluctuations
Employ ensemble/time-averaging to remove
unsteadiness (e.g. turbulence modeling)
In CFD, steady-state methods are preferred
Lower computational cost
Easier to post-process and analyze
Many applications, however, require resolution of unsteady flow
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Typical Applications
Aerodynamics (aircraft, land vehicles,etc.)
Vortex shedding
Rotating Machinery
Rotor-stator interaction
Rotating stall, surging
Multiphase Flows
Free surface motions
Bubble dynamics (fluidized beds, bubble columns)
Deforming Domains
In-cylinder combustion
Store separation
Unsteady Heat Transfer
Transient heating, cooling
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Origin of Unsteady Flow
“Natural” unsteadiness
Unsteady flow due to growth of instabilities within the fluid
Examples: high Reynolds number flows over blunt obstacles, natural
convection flows
“Forced” unsteadiness
Time-dependent boundary conditions, source terms drive the unsteady flow
field
Examples: pulsing flow in a nozzle, rotor-stator interaction in a turbine stage
Natural convection (tempertaure field)
Rotor-stator interaction in an axial compressor
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