Small-scale entrainment in inclined gravity currents
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Published version
Author(s)
Van Reeuwijk, M
Krug, D
Holzner, M
Type
Journal Article
Abstract
We investigate the effect of buoyancy on the small-scale aspe
cts of
turbulent entrainment by performing direct numerical simu
lation of a gravity cur-
rent and a wall jet. In both flows, we detect the turbulent/non
turbulent interface
separating turbulent from irrotational ambient flow region
s using a range of en-
strophy iso-levels spanning many orders of magnitude. Conf
orm to expectation,
the relative enstrophy isosurface velocity
v
n
in the viscous superlayer scales with
the Kolmogorov velocity for both flow cases. We connect the in
tegral entrainment
coefficient
E
to the small-scale entrainment and observe excellent agree
ment be-
tween the two estimates throughout the viscous superlayer.
The contribution of
baroclinic torque to
v
n
is negligible, and we show that the primary reason for
reduced entrainment in the gravity current as compared to th
e wall-jet is the
reduction in the surface area of the isosurfaces.
cts of
turbulent entrainment by performing direct numerical simu
lation of a gravity cur-
rent and a wall jet. In both flows, we detect the turbulent/non
turbulent interface
separating turbulent from irrotational ambient flow region
s using a range of en-
strophy iso-levels spanning many orders of magnitude. Conf
orm to expectation,
the relative enstrophy isosurface velocity
v
n
in the viscous superlayer scales with
the Kolmogorov velocity for both flow cases. We connect the in
tegral entrainment
coefficient
E
to the small-scale entrainment and observe excellent agree
ment be-
tween the two estimates throughout the viscous superlayer.
The contribution of
baroclinic torque to
v
n
is negligible, and we show that the primary reason for
reduced entrainment in the gravity current as compared to th
e wall-jet is the
reduction in the surface area of the isosurfaces.
Date Issued
2017-03-07
Date Acceptance
2017-02-08
Citation
Environmental Fluid Mechanics, 2017, 18 (1), pp.225-239
ISSN
1573-1510
Publisher
Springer Verlag (Germany)
Start Page
225
End Page
239
Journal / Book Title
Environmental Fluid Mechanics
Volume
18
Issue
1
Copyright Statement
© The Author(s) 2017. This article is published with open access at Springerlink.com
License URL
Subjects
01 Mathematical Sciences
02 Physical Sciences
09 Engineering
Meteorology & Atmospheric Sciences
Publication Status
Published