Progressive transmission of scientific data using biorthogonal wavelet transform

  • Authors:

  • Hai Tao;Robert J. Moorhead

  • Affiliations:

  • Mississippi State University, Mississippi State, MS;Mississippi State University, Mississippi State, MS

  • Venue:
  • VIS '94 Proceedings of the conference on Visualization '94
  • Year:
  • 1994

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Abstract

An important issue in scientific visualization systems is the management of data sets. Most data sets in scientific visualization, whether created by measurement or simulation, are usually voluminous. The goal of data management is to reduce the storage space and the access time of these data sets to speed up the visualization process. A new progressive transmission scheme using spline biorthogonal wavelet bases is proposed in this paper. By exploiting the properties of this set of wavelet bases, a fast algorithm involving only additions and subtractions is developed. Due to the multiresolutional nature of the wavelet transform, this scheme is compatible with hierarchical-structured rendering algorithms. The formula for reconstructing the functional values in a continuous volume space is given in a simple polynomial form. Lossless compression is possible, even when using floating-point numbers. This algorithm has been applied to data from a global ocean model. The lossless compression ratio is about 1.5:1. With a compression ratio of 50:1, the reconstructed data is still of good quality. Several other wavelet bases are compared with the spline biorthogonal wavelet bases. Finally, the reconstructed data is visualized using various algorithms and the results are demonstrated.