ReplyReply to Mellor’s comments on “Stability of algebraic non-equilibrium second-order closure models” (Ocean Modelling 3 (2001) 33–50)
Section snippets
Acknowledgments
The numerical simulations were carried out by means of GOTM (see http://www.gotm.net). E. Deleersnijder is a research associate with the Belgian National Fund for Scientific Research (FNRS). The work of H. Burchard is partially funded by the Alexander von Humboldt prize awarded by FNRS for the academic year 2002–2003.
References (13)
- et al.
Stability of algebraic non-equilibrium second-order closure models
Ocean Modelling
(2001) - et al.
On the practical advantages of the quasi-equilibrium version of the Mellor and Yamada level 2.5 turbulence closure applied to marine modelling
Applied Mathematical Modelling
(1994) A numerical experiment on pollutant dispersion in a horizontally-homogeneous atmospheric boundary layer
Atmospheric Environment
(1977)Note on the q2l equation by Mellor and Yamada (1982)
Journal of Physical Oceanography
(2001)- Burchard, H., 2002. Applied turbulence modelling in marine waters. Lecture Notes in Earth Sciences, Vol. 100, Springer,...
- et al.
Ocean turbulence. Part I: one-point closure model-momentum and heat vertical diffusivities
Journal of Physical Oceanography
(2001)
There are more references available in the full text version of this article.
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