Abstract:
Many environmental flows are turbulent flows. Depending on the physical aspects
of the wind and the urban topology, turbulence might result into unfavourable
or even dangerous conditions for the pedestrians. Turbulence can also play
a very important role in the transport of toxic pollutants from accidental or intentional
releases. Thus, it is vital to understand its complex characteristics so that its features
are accurately predicted when computational methods are used. Real urban environment
involving separation and reattachment regions provides an excellent testcase for
investigating such complex flows.
This thesis is focused on analysing the physics involved in flows around building models
pertinent to environmental flows in urban areas and to evaluate the applicability
of Implicit Large-Eddy Simulation in simulating the specific type of flows. For this
purpose, a number of high resolution schemes in the context of Implicit Large-Eddy
Simulation (each representing di erent degrees of spatial discretisation accuracy) was
assessed.
The evaluation of the schemes involved direct validation against experimental data as
well as comparisons with DNS and LES data regarding flows within roughness element
arrays in staggered arrangements. Initially, the flow within an uniform height
cubical matrix was simulated. Four numerical schemes were tested in three di erent
grid resolutions. The results were found in very good agreement with the Laser
Doppler Anemometry data and they even exhibit DNS-like characteristics in specific
locations of comparisons. Thus, it was concluded that high order spatial discretisation
schemes allow the accurate representation of reality even in relatively coarse computational
meshes.
The second case under investigation involved flows within a more realistic representation
of urban topology. Results obtained within an array of sixteen elements with five
di erent heights reveal that although the roughness of the area is increased, the wind’s
velocity profile above the obstacles shares almost the same slope as in the case of the
array of the four cubical element.
It is believed that this thesis has expanded the range of applications in the context
of Implicit Large Eddy Simulation using high resolution schemes and contributed in
persuading the scientific community for its potentials.