The objective of this prospectus is to motivate and formulate a research
plan to investigate the dynamics of jet streaks, building on recent
idealised analytical and numerical work conducted on this topic using
barotropic models (Cunningham 1997). The hypothesis
to be investigated is that jet streaks often are associated with the
superposition of mesoscale coherent vortices of both monopolar and
dipolar nature on a larger-scale westerly background flow. Motivated
by observations and guided by theoretical perspectives applicable
to coherent structures, geophysical turbulence, and baroclinic-wave
life cycles, a hierarchy of idealised dynamical models (nondivergent
barotropic; shallow-water; stratified quasigeostrophic and primitive
equation), formulated for f- and beta-plane geometries, will be employed
to investigate the following general aspects of jet-streak structure
and dynamics: (i) the three-dimensional structure of jet streaks and
their representation in terms of coherent structures; (ii) the motion
and evolution of jet streaks as represented by coherent structures,
both in isolation and in the presence of background flows representative
of characteristic synoptic- and planetary-scale environments in the
atmosphere; and (iii) the nature of dynamical balance in jet streaks.
Specific details of this investigation and relevant issues and questions
to be addressed regarding these general aspects will be discussed
herein. Furthermore, issues requiring investigation that will not
be addressed directly by this study, such as the origin of jet streaks
and of the associated coherent structures, will be discussed briefly.
It is suggested that this study will serve simultaneously to address
the limitations of C97 and to provide the next level of generality
beyond that study in a hierarchical dynamical explanation of jet streaks.
Cunningham, P., 1997: Analytical and numerical modelling of jet-streak
dynamics. M.S. thesis, University at Albany, State University of New
York, 150 pp.
Phil Cunningham
cunning@atmos.albany.edu