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David T. I. Francis

Researcher at University of Birmingham

Publications -  18
Citations -  237

David T. I. Francis is an academic researcher from University of Birmingham. The author has contributed to research in topics: Target strength & Speed of sound. The author has an hindex of 7, co-authored 18 publications receiving 210 citations.

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Comparisons among ten models of acoustic backscattering used in aquatic ecosystem research.

TL;DR: Analytical and numerical scattering models with accompanying digital representations are used increasingly to predict acoustic backscatter by fish and zooplankton in research and ecosystem monitoring applications and, in certain cases, outperformed the numerical models under conditions where the numerical model did not converge.
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Comparing Kirchhoff-approximation and boundary-element models for computing gadoid target strengths

TL;DR: In computations of target strength as a function of tilt angle for each of 15 surface-adapted gadoids for which the swimbladders were earlier mapped, BEM results are in close agreement with Kirchhoff-approximation-model results at each of the same four frequencies.
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A gradient formulation of the Helmholtz integral equation for acoustic radiation and scattering

TL;DR: In this article, a method of overcoming the problem of nonuniqueness in the discretized Helmholtz integral equation is described, based on a partial application of the gradient formulation of Burton and Miller.
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Calibration sphere for low-frequency parametric sonars.

TL;DR: The problem of calibrating parametric sonar systems at low difference frequencies used in backscattering applications is addressed and results are applicable to the standard-target calibration of conventional sonars operating at low-kilohertz frequencies.
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Depth-dependent target strengths of gadoids by the boundary-element method

TL;DR: Based on detailed morphometric data on 15 gadoid swimbladders, the boundary-element method has been exercised to determine how the orientation dependence of target strength changes with pressure under the assumption that the fish swimbladder remains constant in shape and volume.