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24 February 2009Image reconstruction in photoacoustic tomography with variable speed of sound using a higher order geometrical acoustics approximation
Previous research correcting for variable speed of sound in photoacoustic tomography (PAT) has used a generalized radon
transform (GRT) model . In this model, the pressure is related to the optical absorption, in an acoustically inhomogeneous
medium, through integration over non-spherical isochronous surfaces. This model assumes that the path taken by acoustic
rays is linear and neglects amplitude perturbations to the measured pressure. We have derived a higher-order geometrical
acoustics (GA) expression, which takes into account the first-order effect in the amplitude of the measured signal and
higher-order perturbation to the travel times. The higher-order perturbation to travel time incorporates the effect of ray
bending. Incorrect travel times can lead to image distortion and blurring. These corrections are expected to impact image
quality and quantitative PAT. We have previously shown that
travel-time corrections in 2D suggest that perceivable differences
in the isochronous surfaces can be seen when the second-order
travel-time perturbations are taken into account with
a 10% speed of sound variation. In this work, we develop iterative image reconstruction algorithms that incorporate this
higher-order GA approximation assuming that the speed of sound map is known. We evaluate the effect of higher-order
GA approximation on image quality and accuracy.
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Dimple Modgil, Mark A. Anastasio, Kun Wang, Patrick J. LaRivière, "Image reconstruction in photoacoustic tomography with variable speed of sound using a higher order geometrical acoustics approximation," Proc. SPIE 7177, Photons Plus Ultrasound: Imaging and Sensing 2009, 71771A (24 February 2009); https://doi.org/10.1117/12.809001