arm@mcs.st-and.ac.uk
Research Interests
- Large scale atmospheric dynamics (balanced dynamics,
potential vorticity inversion, wave-vortex interactions,
dynamics of middle-latitude storm tracks, etc.)
- Numerical methods for fluid flows (the application of
contour-advective methods to models of the Atmosphere and
Ocean, Optimal algorithms for wave-vortex interaction
problems, numerical weather prediction)
If you like, you can find more about my research
here
Publications, Journal Articles:
- Dritschel, D.G., Polvani, L.M. & Mohebalhojeh, A.R.
The contour-advective semi-Lagrangian algorithm for the shallow water
equations. Mon. Wea. Rev. 127(7) ,
1151-1165 (1999).
- Mohebalhojeh, A.R. & Dritschel, D.G.
On
the representation of gravity waves in numerical models of the
shallow water equations. Q. J. Roy. Meteorol. Soc.
126 , 669-688 (2000).
- Mohebalhojeh, A.R. & Dritschel, D.G.
Hierarchies of balance conditions for the f-plane shallow water
equations. J. Atmos. Sci. , 58 , 2411-2426 (2001).
- Mohebalhojeh, A.R.
On
shallow water potential vorticity inversion by Rossby-number expansions.
Q. J. Roy. Meteorol. Soc. 128 , 679-694 (2002).
- Mohebalhojeh, A.R. & Dritschel, D. G.
Contour-advective semi-Lagrangian algorithms for many-layer primitive
equation models. Q. J. Roy. Meteorol. Soc.
130 , 347-364 (2004).
- Esfahanian, V., Ghader, S., & Mohebalhojeh, A. R.
On the use of super compact scheme for spatial differencing in
numerical models of the atmosphere.
Q. J. Roy. Meteorol. Soc. 131 , 2109-2129 (2005).
- Mohebalhojeh, A.R. & McIntyre, M.E.
Local mass conservation and velocity splitting in PV-based balanced
models. Part I: The hyperbalance equations.
J. Atmos. Sci. 64 , 1782-1793 (2007).
- Mohebalhojeh, A.R. & McIntyre, M.E.
Local mass conservation and velocity splitting in PV-based balanced
models. Part II: Numerical results.
J. Atmos. Sci. 64 , 1794-1810 (2007).
- Mohebalhojeh, A.R. & Dritschel, D. G.
Assessing the numerical accuracy of complex spherical shallow
water flows.
Mon. Wea. Rev. 135 , 3876-3894 (2007).
- Ghader, S. Mohebalhojeh, A.R. & Esfahanian, V.
On the spectral convergence of the supercompact finite-difference schemes
for the f-plane shallow-water equations.
Mon. Wea. Rev. 137 , 2393-2406 (2009).
- Mohebalhojeh, A.R. & Dritschel, D. G.
The diabatic contour advective semi-Lagrangian algorithms for the
spherical shallow water equations.
Mon. Wea. Rev. 137 , 2979-2994 (2009).
- Mohebalhojeh, A.R.
On the momentum equation for the quasi-geostrophic model.
Q. J. Roy. Meteorol. Soc. 135 , 1638-1641 (2009).
- Theiss, J. & Mohebalhojeh, A.R.
The equatorial counterpart of the quasigeostrophic model.
J. Fluid. Mech. 637 , 327-356 (2009) .
- MirRokni, S.M., Mohebalhojeh, A.R. & Dritschel, D.G.
Revisiting vacillations in shallow-water models of the stratosphere
using potential-vorticity-based numerical algorithms.
J. Atmos. Sci. , 68 , 1007-1022 (2011).
- Nasr-Esfahani, M. Ahmadi-Givi, F. & Mohebalhojeh, A.R.
An energetic view of the relation between the Mediterranean storm
track and the North Atlantic Oscillation .
Q. J. Roy. Meteorol. Soc. 137 , 749-756 (2011).
- Mohebalhojeh, A.R. & Theiss J.
The assessment of the equatorial counterpart of the
quasi-geostrophic model.
Q. J. Roy. Meteorol. Soc. 137 , 1327-1339 (2011).
Publications, Conference Contributions:
- Dritschel, D.G. & Mohebalhojeh, A.R.
The contour-advective semi-Lagrangian algorithm: keeping the balance.
in Proceedings of ECMWF Workshop on Developments in numerical
methods for very high resolution global models, 5-7 June 2000,
119-136.
- Mohebalhojeh, A.R.
Waves
and vortices in numerical models of the atmosphere and oceans.
in Proceedings of the 9th Asian Congress of
Fluid Mechanics, 27--31 May 2002, IUT, Isfahan, Iran.
- Esfahanian, V., Ghader, S., & Mohebalhojeh, A.R.
Super compact spatial differencing for the linear and nonlinear
geophysical fluid dynamics problems.
in Proceedings of the Third International Conference on
Computational Fluid Dynamics, ICCFD3, , Toronto, 12-16 July 2004,
423-428.
Talks
Some numerical results on polar stratospheric vortex
- A movie of
polar vortex
simulated using diabatic CASL algorithm
developed in the Vortex Dynamics group. This simulation is for 1000 days
with a strong topographic forcing of 3000m and a thermal relaxation time of
10 days using 128x128 points in longitudinal and latitudinal directions.
- See the movie of the polar vortex for 1000 days obtained at a
higher resolution of
256x256
points . For contrast, see the 1000-day
pure semi-Lagrangian solution with the same topographic forcing and
thermal relaxation.
Personal
arm@mcs.st-and.ac.uk,
Department of Applied Mathematics,
The University of St Andrews,
North Haugh,
St Andrews,
, Fife KY16 9SS, Scotland