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Seemeen Karimi

Publications and source records attributed to Seemeen Karimi.

2 recordsLinked to original sources

View optimization in Computed Tomography

Many emerging CT imaging applications must operate with data from sparse projection angles, on the order of 10 views, such as first responder scenarios, dynamic imaging of detonation events, and flash imaging of materials under extreme conditions in high energy-density science. Few-view imaging is a data undersampling problem, that degrades tomographic reconstructions with streaks, shadows, and other aliasing artifacts, due to ill-conditioning. In few- view CT, the specific set of projection angles can strongly impact reconstruction quality, and the optimal angles depend on the object being scanned. Despite a surge of recent research, there is much to explore in this problem. We present an object-aware performance prediction framework for few-view projection datasets based on a matrix decomposition of the discretized forward model augmented with expected object gradient information. The method yields a quantitative score for a candidate set of view angles that can underpin a view selection recommendation algorithm. A key feature is that it can be applied at multiple stages of acquisition: a priori, before any radiographs are taken, or adaptively, after some radiographs are collected, to determine the next best view. We demonstrate the approach using simulated CT data with 5 view and 15 view configurations. Preliminary results are encouraging; images reconstructed using a standard statistical algorithm show that reconstruction accuracy agrees with our performance score. Reconstruction accuracy was evaluated against a known ground truth using an information theoretic score. Continued testing with complex objects and multiple geometries is necessary.

eess.IV↗

Air-Scan-Based Point-Spread-Function Estimation for Megavoltage CT with Flat-Panel Detectors

Accurate spatial-resolution characterization of flat-panel detectors at megavoltage energies is difficult due to long-tailed cross-talk. Conventional measurements at high energy using line-pair gauges or knife-edge phantoms require expensive, carefully fabricated objects and precise alignment, and despite these, scatter from the phantom, detector, and imaging room can further confound the measurement. We present a method for estimating the detector point spread function (PSF) from the mean noise power spectrum (NPS) calculated from repeated radiographs in air. The approach is mathematically equivalent to an autocovariance-based method but is more practical for long-tailed PSFs. We validate the method using simulated air data and Monte Carlo N-particle (MCNP6) calculations of energy deposition in a flat-panel detector. We show that deconvolving the experimental PSF increases the accuracy of transmission radiographs of step wedges. The method requires no phantom or alignments and is straightforward to reproduce.

eess.IV↗