Numerical Methods for Internal Heat Transfer in Airplanes
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Publicerad
Författare
Typ
Examensarbete för masterexamen
Master's Thesis
Master's Thesis
Modellbyggare
Tidskriftstitel
ISSN
Volymtitel
Utgivare
Sammanfattning
Understanding the limits of an airplane is crucial for ensuring the reliability of the
airplane and its systems. One limiting factor is the thermal loads from various
internal heat sources in the airplane. It is necessary to understand how heat is
transported in the internal bays of the airplane to ensure that the airframe and
avionics are rated for the thermal environment that is developed. Since the process
for designing an airplane is very time-consuming, simulations of the airflow
using computational fluid dynamics (CFD) have become the norm in the industry.
However, highly resolved turbulent simulations take months or even years to
run through. Simplified simulations are often more feasible in industrial applications
due to a great reduction in time and computational cost. This thesis explores
different numerical methodologies for simplified CFD simulations, evaluating their
accuracy and time consumption compared to a highly resolved turbulent simulation.
This comparison shows not only which flow structures and flow properties that are
captured, but also to what degree. The largest simplification for the simulations in
this thesis is the use of the steady state Reynolds-Averaged Navier-Stokes (RANS)
solver for all the explored numerical methods. The numerical methods investigated
are the turbulence modelling schemes Lag Elliptic Blending (EB) k − ε and Shear
Stress Transport (SST) k − ω, the effects of a polyhedral versus a trimmed cell
mesh, the use and number of prism layers for the near-wall regions in the mesh, the
effects of two transition models for the SST k −ω turbulence model, and the effects
of the inviscid flux discretization schemes Roe’s and Advection Upstream Splitting
Method + (AUSM+) Flux-Vector Splitting (FVS).
Beskrivning
Ämne/nyckelord
CFD, turbulence, fluid dynamics, aerospace, heat transfer, RANS
