Time-Dependent Flow Visualization
Helwig Hauser, Alexander Kuhn, Armin Pobitzer, Maik Schulze
MISC,
February, 2012
AbstractVector fields are a common representation of many kinds of dynamic
phenomena in a large variety of application fields. A particularly
interesting class of vector fields represent time-dependent flows,
i.e., flows where the vectors change over time themselves. A lot of
good and relevant research work has been done on the question of how
to visualize such unsteady vector fields and an overview is presented
in this tutorial. In particularly, we emphasize Lagrangian methods,
space-time domain approaches, and interactive visual analysis as
three interesting and promising types of methodology. The tutorial
is also introduced with some general remarks, in particular also on
the question of why it often is not straight forward to extend methods
that originally were developed for steady flows to the domain of
unsteady flows. A number of examples illustrate the overview.
Published
Tutorial at 5th IEEE PacificVis Symposium
Media
BibTeX
@misc{Pobitzer12PacificVisTutorial,
author = {Helwig Hauser and Alexander Kuhn and Armin Pobitzer and Maik Schulze},
title ={Time-Dependent Flow Visualization},
year = {2012},
month = {February},
howpublished = {Tutorial at 5th IEEE PacificVis Symposium},
location = {Songdo, South Korea},
abstract = {Vector fields are a common representation of many kinds of dynamic
phenomena in a large variety of application fields. A particularly
interesting class of vector fields represent time-dependent flows,
i.e., flows where the vectors change over time themselves. A lot of
good and relevant research work has been done on the question of how
to visualize such unsteady vector fields and an overview is presented
in this tutorial. In particularly, we emphasize Lagrangian methods,
space-time domain approaches, and interactive visual analysis as
three interesting and promising types of methodology. The tutorial
is also introduced with some general remarks, in particular also on
the question of why it often is not straight forward to extend methods
that originally were developed for steady flows to the domain of
unsteady flows. A number of examples illustrate the overview.},
url ={http://www.semseg.eu/download/2012-02-28--TimeDepFlowVizTutorial--materials/},
}
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