Abstract

An analytical/experimental approach is presented to reconstruct the space–time pressure field in a plane and forward project the resultant space–time pressure field using tomographic and wave vector time-domain methods. Transient pressure signals from an underwater ultrasonic planar transducer are first measured using a line fiber-optic pressure sensor which is scanned across a plane at a fixed distance z0 from the transducer. The resulting spatial line integrals in the plane are time-dependent signals which are first used to reconstruct the space–time pressure field in the plane via simply implemented tomographic methods. These signals are then used to forward project the space–time pressure field to arbitrary planes employing a wave vector time-domain method. Verification of the method is first presented using synthetic signals and the impulse response approach. An experimental verification of the approach is then presented using an ultrasonic planar transducer. The results of the projected and experimental fields are compared at various distances for synthetic signals and experimental data. Good correlation is found between the calculated, projected, and experimental data.

Highlights

  • Several FFT algorithms have been developed that efficiently project harmonic pressure fields.1 These approaches allow the time and space dependence of the acoustic pressure in a specific plane to be propagated closer to or away from a source

  • We investigate the projection of radially symmetric acoustic space–time fields using FFT methods

  • The reconstruction and projection algorithm, similar to that used by Forbes et al.3 for simulated space–time fields, is described in Sec

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Summary

INTRODUCTION

Several FFT algorithms have been developed that efficiently project harmonic pressure fields. These approaches allow the time and space dependence of the acoustic pressure in a specific plane to be propagated closer to or away from a source. Several FFT algorithms have been developed that efficiently project harmonic pressure fields.1 These approaches allow the time and space dependence of the acoustic pressure in a specific plane to be propagated closer to or away from a source. The use of these methods with experimental data offers a technique for global reproduction of a transducer’s field from information obtained at a single plane. Experiments using these methods have been carried out, but have been limited to harmonic cases..

RECONSTRUCTION AND PROJECTION ALGORITHM
SIMULATED FIELD OF AN ULTRASONIC TRANSDUCER
Apparatus
Experimental procedures
Projected data
SUMMARY
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