Abstract
Abstract Studies involving tomographic measurements of the density distribution of two-phase flow systems have been reported previously. The reconstruction algorithm used there was the popular convolution backprojection (CBP) method. Recently a theoretical study was completed involving certain error estimates for the CBP algorithm. One of the theorems resulted in some improved Fourier filters. In this article an application is reported of those filters for reconstructing density distributions from a set of tomographic data (for air-water flow) reported earlier.
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