Reconstructing boundaries along material interfaces from volume fractions is a difficult problem, especially because the under-resolved nature of the input data allows for many correct interpretations. Worse, algorithms widely accepted as appropriate for simulation are inappropriate for visualization. In this paper, we describe a new algorithm that is specifically intended for reconstructing material interfaces for visualization and analysis requirements. The algorithm performs well with respect to memory footprint and execution time, has desirable properties in various accuracy metrics, and also produces smooth surfaces with few artifacts, even when faced with more than two materials per cell
We present a new method for constructing multiresolution representations of data sets that contain m...
Multi-fluid simulations, especially volume of fluid datasets, confront visualization experts with th...
New techniques are presented for the detection and analysis of surfaces and interfaces in atomistic ...
Reconstructing boundaries along material interfaces from volume fractions is a difficult problem, es...
A new material interface reconstruction method for volume fraction data is presented. Our method is ...
This thesis presents a new algorithm for material boundary interface reconstruction from data sets c...
We present a new algorithm for material boundary interface reconstruction from data sets containing ...
We present a new algorithm for material boundary interface recon-struction from data sets containing...
The Patterned Interface Reconstruction algorithm will signi!cantly improve the!delity of multiple ma...
Material interface reconstruction (MIR) is the task of constructing boundary interfaces between regi...
We present a new method for constructing multiresolution representations of data sets that contain m...
The volume fraction data structure describes the location of a given material within space. It parti...
While the scientific visualization community is comfortable with isosurfacing and volume rendering o...
We present a new method for simplifying large data sets that contain material interfaces. Material ...
While the scientific visualization community is comfortable with isosurfacing and volume rendering o...
We present a new method for constructing multiresolution representations of data sets that contain m...
Multi-fluid simulations, especially volume of fluid datasets, confront visualization experts with th...
New techniques are presented for the detection and analysis of surfaces and interfaces in atomistic ...
Reconstructing boundaries along material interfaces from volume fractions is a difficult problem, es...
A new material interface reconstruction method for volume fraction data is presented. Our method is ...
This thesis presents a new algorithm for material boundary interface reconstruction from data sets c...
We present a new algorithm for material boundary interface reconstruction from data sets containing ...
We present a new algorithm for material boundary interface recon-struction from data sets containing...
The Patterned Interface Reconstruction algorithm will signi!cantly improve the!delity of multiple ma...
Material interface reconstruction (MIR) is the task of constructing boundary interfaces between regi...
We present a new method for constructing multiresolution representations of data sets that contain m...
The volume fraction data structure describes the location of a given material within space. It parti...
While the scientific visualization community is comfortable with isosurfacing and volume rendering o...
We present a new method for simplifying large data sets that contain material interfaces. Material ...
While the scientific visualization community is comfortable with isosurfacing and volume rendering o...
We present a new method for constructing multiresolution representations of data sets that contain m...
Multi-fluid simulations, especially volume of fluid datasets, confront visualization experts with th...
New techniques are presented for the detection and analysis of surfaces and interfaces in atomistic ...