|
subject |
Dynamic Modelling 1
|
|
lecturers |
Dr. Práger Tamás, associate
professor |
|
credits |
3+0=3 |
|
period |
1 |
|
curriculum |
System of hydro-thermodynamic
equations of the atmosphere, initial and boundary
conditions, task of prognosis, representation of the system of
hydro-thermodynamic equations
in different coordinate systems, mapping, isobaric equations of vorticity and divergence, integral invariants of the system of
dynamic equations, theorem of the
conservation of vorticity, available potential energy. |
|
literature |
George J. Haltiner, 1980, Numerical Prediction
and Dynamic Meteorology, John Wiley & Sons,
477 p. |
|
form
of tuition |
lectures |
|
mode
of assessment |
oral exam |
|
subject |
Dynamic Modelling 2
|
|
lecturers |
Dr. Práger Tamás, associate
professor |
|
credits |
2+1=3 |
|
period |
2 |
|
curriculum |
Necessity for simplification of the system of
hydro-thermodynamic equations, similarity theory, method of order analysis,
quasi-static (primitive) system of equations, approximations to the system of
prognosis equations, linearization of the system of atmospheric equations,
the five basic modes of atmospheric motions, parameterizations of atmospheric
microphysical processes and surface-atmosphere interactions. |
|
literature |
George J. Haltiner, 1980, Numerical Prediction and Dynamic Meteorology,
John Wiley & Sons,
477 p. |
|
form
of tuition |
lectures |
|
mode
of assessment |
oral exam |