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Shane Latham

Researcher at Australian National University

Publications -  60
Citations -  1659

Shane Latham is an academic researcher from Australian National University. The author has contributed to research in topics: Iterative reconstruction & Tomography. The author has an hindex of 19, co-authored 56 publications receiving 1498 citations. Previous affiliations of Shane Latham include Queensland University of Technology & University of Queensland.

Papers
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Optimal Gabor Filters for Textile Flaw Detection

TL;DR: The novel optimised Gabor filter method could be applied to the more complicated problem of detecting flaws in jacquard textiles and exhibit accurate flaw detection with low false alarm rate.
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Optimal Gabor filters for textile flaw detection

TL;DR: In this article, an optimal 2-D Gabor filter response maximizes a Fisher cost function to discriminate defective texture pixels from non-defective texture pixels, and the results of this optimised Gabor filtering scheme are presented for 35 different flawed homogeneous textures.
Journal Article

Pore Scale Characterization of Carbonates At Multiple Scales: Integration of Micro-CT, BSEM, And FIBSEM

TL;DR: In this paper, micro-computed tomography, backscattered scanning electron microscopy (BSEM), and Focussed ion beam SEM (FIBSEM) are used to probe the pore scale structure in carbonates across many decades of scale.
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Digital rock physics: 3D imaging of core material and correlations to acoustic and flow properties

TL;DR: In this paper, 3D X-ray microtomographic imaging and visualization of core material at the pore scale and subsequent analysis of petrophysical properties can give important insight to understand properties of reservoir core material.
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Techniques in helical scanning, dynamic imaging and image segmentation for improved quantitative analysis with X-ray micro-CT

TL;DR: The technical hurdles that needed to be overcome to allow imaging with cone angles in excess of 60° are discussed and dynamic tomography algorithms that enable the changes between one moment and the next to be reconstructed from a sparse set of projections are presented, allowing higher speed imaging of time-varying samples.