|
subject |
Numerical Prediction
|
|
lecturers |
Szépszó
Gabriella |
|
credits |
3+0=3 |
|
period |
3 |
|
curriculum |
History of the numerical prediction, principles of
the theory of numerical methods, possibilities for approximate solutions of
ordinary and partial differential equations, functions of meteorological
state variables, properties of the fields of state variables, possibilities
for the application of finite difference schemes, spectral solutions of the
governing equations of atmospheric motions, stability of approximate
solutions. |
|
literature |
Eugene Kalnay,
2003: Atmospheric Modeling, Data Assimilation and
Predictability, |
|
form
of tuition |
lectures |
|
mode
of assessment |
oral exam |
|
subject |
Fundamentals of numerical
Prediction
|
|
lecturers |
Szépszó
Gabriella |
|
credits |
2+0=2 |
|
period |
4 |
|
curriculum |
Steps of the numerical weather prediction, data
assimilation methods: optimal interpolation, digital filtering,
four-dimensional variational method, initial value
problem, techniques of numerical integration, global, hemispheric and limited
area models, parameterization techniques, filtered and primitive equation
models, examples for operative weather prediction models, properties of
numerical models used at the Hungarian Meteorological Service. |
|
literature |
Eugene Kalnay,
2003: Atmospheric Modeling, Data Assimilation and
Predictability, |
|
form
of tuition |
lectures |
|
mode
of assessment |
oral exam |