We perform two types of simulations:
- siumulation of stress-strain mchanical state of solid turbine parts under prescribed loads (pressure and other mechanical forces)
- estimation of turbine parameters by simulating the water flow through a water passage (flow rate, efficiency, transient phenomena)
The simulations are performed using numerical methods (Finite element method for the first type and
Finite Volume Method for the last one). Complex geomtries are first modeled by a 3D Geometric modeler
(like SDRC I-DEAS, ProEngineer, Unigraphics, ...). After that, the computational domains need to be discretized in order
to transform the governing diferential equations into finite set of algebraic equations. The set of equations is then solved
and finally the results (stress, velocity, pressure fields) are visualized or integral quantities (efficiency) computed.
Our main tools are EDS-SDRC-IDEAS (Geometric modeller and FE Analysis),
AEA TASCflow (CFD pre- and postprocessor and solver) and
ICCM Comet (CFD pre-postprocessor and solver with extended capabilities for simulating transient flow phenomena).
We have also developed an unique tool for discretization
of complex geometric domains, such as water turbine flow passage. It is based on "subdivision templates", which
subdivide the whole comp. domain into smaller subdomains of simple (cuboidal for example) shapes. After that,
the user interactively improves the location of subdomain vertices in order to generate mesh of highest possible
quality. Currently, the modules have been coded, which generate multiblock structured all heksahedra grid, which
can then be output to other commercial flow solver packages.
See description of gridedit tool!
The study of water turbine transient regimes (start of turbine, partial load rejection, emergency shut down) is
the subject of current research. Have a look at the mpeg animation (13.3 MB)!
For more information about the investigations on water turbines performed in
our laboratory LECAD please contact any one of
our staff
Please send your comments about this page to
tomaz.kolsek@lecad.uni-lj.si
This document has been accessed times from 19. December 2001