Time and streak surfaces are ideal tools to illustrate time-varying vector fields since they directly appeal to the intuition about coherently moving particles. However, efficient generation of high-quality time and streak surfaces for complex, large and time-varying vector field data has been elusive due to the computational effort involved. In this work, we propose a novel algorithm for computing such surfaces. Our approach is based on a decoupling of surface advection and surface adaptation and yields improved efficiency over other surface tracking methods, and allows us to leverage inherent parallelization opportunities in the surface advection, resulting in more rapid parallel computation. Moreover, we obtain as a result of our algorit...
Vector field design has a wide variety of applications in computer\ud graphics, including texture sy...
The complexity of large scale computational fluid dynamic simulations demand powerful tools to inves...
We present a novel approach for the direct computation of integral surfaces in general vector fields...
The visualization of unsteady flows is an attractive field of research and texture-based techniques ...
Novel mathematical descriptions of streak and time lines lead to new methods for visualizing and ana...
We introduce a novel method for the generation of fully adaptive streak surfaces in time-varying flo...
We introduce an improved algorithm for streak line approximation in 2D and 3D time-dependent vector ...
Integral surfaces are a useful method in illustrative and geometry-based flow visualization, as they...
Abstract—Stream surfaces and streamlines are two popular methods for visualizing three-dimensional f...
The visualization of unsteady flows is an attractive field of research and texture-based techniques ...
It is a challenging task to visualize the behavior of time-dependent 3D vector fields. Most of the t...
Despite the clear benefits that stream and path surfaces bring when visualizing 3D vector fields, th...
The research described in this thesis was part of a larger research project about multi-phase flows....
Abstract—Flow fields are an important product of scientific simulations. Visualization and analysis ...
path surfaces, streak surfaces, flow visualization, vector field visualization, CFD simulation data ...
Vector field design has a wide variety of applications in computer\ud graphics, including texture sy...
The complexity of large scale computational fluid dynamic simulations demand powerful tools to inves...
We present a novel approach for the direct computation of integral surfaces in general vector fields...
The visualization of unsteady flows is an attractive field of research and texture-based techniques ...
Novel mathematical descriptions of streak and time lines lead to new methods for visualizing and ana...
We introduce a novel method for the generation of fully adaptive streak surfaces in time-varying flo...
We introduce an improved algorithm for streak line approximation in 2D and 3D time-dependent vector ...
Integral surfaces are a useful method in illustrative and geometry-based flow visualization, as they...
Abstract—Stream surfaces and streamlines are two popular methods for visualizing three-dimensional f...
The visualization of unsteady flows is an attractive field of research and texture-based techniques ...
It is a challenging task to visualize the behavior of time-dependent 3D vector fields. Most of the t...
Despite the clear benefits that stream and path surfaces bring when visualizing 3D vector fields, th...
The research described in this thesis was part of a larger research project about multi-phase flows....
Abstract—Flow fields are an important product of scientific simulations. Visualization and analysis ...
path surfaces, streak surfaces, flow visualization, vector field visualization, CFD simulation data ...
Vector field design has a wide variety of applications in computer\ud graphics, including texture sy...
The complexity of large scale computational fluid dynamic simulations demand powerful tools to inves...
We present a novel approach for the direct computation of integral surfaces in general vector fields...