Fast computation of the acoustic field for ultrasound elements.

A fast method for computing the acoustic field of ultrasound transducers is presented with application to rectangular elements that are cylindrically focused. No closed-form solutions exist for this case but several numerical techniques have been described in the ultrasound imaging literature. Our m...

पूर्ण विवरण

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मुख्य लेखकों: Güven, H, Miller, E, Cleveland, R
स्वरूप: Journal article
भाषा:English
प्रकाशित: 2009
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author Güven, H
Miller, E
Cleveland, R
author_facet Güven, H
Miller, E
Cleveland, R
author_sort Güven, H
collection OXFORD
description A fast method for computing the acoustic field of ultrasound transducers is presented with application to rectangular elements that are cylindrically focused. No closed-form solutions exist for this case but several numerical techniques have been described in the ultrasound imaging literature. Our motivation is the rapid calculation of imaging kernels for physics-based diagnostic imaging for which current methods are too computationally intensive. Here, the surface integral defining the acoustic field from a baffled piston is converted to a 3-D spatial convolution of the element surface and the Green's function. A 3-D version of the overlap-save method from digital signal processing is employed to obtain a fast computational algorithm based on spatial Fourier transforms. Further efficiency is gained by using a separable approximation to the Green's function through singular value decomposition and increasing the effective sampling rate by polyphase filtering. The tradeoff between accuracy and spatial sampling rate is explored to determine appropriate parameters for a specific transducer. Comparisons with standard tools such as Field II are presented, where nearly 2 orders of magnitude improvement in computation speed is observed for similar accuracy.
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spelling oxford-uuid:e4a346c5-9b9f-4ea5-99cb-c3a786d9d3872022-03-27T10:18:03ZFast computation of the acoustic field for ultrasound elements.Journal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:e4a346c5-9b9f-4ea5-99cb-c3a786d9d387EnglishSymplectic Elements at Oxford2009Güven, HMiller, ECleveland, RA fast method for computing the acoustic field of ultrasound transducers is presented with application to rectangular elements that are cylindrically focused. No closed-form solutions exist for this case but several numerical techniques have been described in the ultrasound imaging literature. Our motivation is the rapid calculation of imaging kernels for physics-based diagnostic imaging for which current methods are too computationally intensive. Here, the surface integral defining the acoustic field from a baffled piston is converted to a 3-D spatial convolution of the element surface and the Green's function. A 3-D version of the overlap-save method from digital signal processing is employed to obtain a fast computational algorithm based on spatial Fourier transforms. Further efficiency is gained by using a separable approximation to the Green's function through singular value decomposition and increasing the effective sampling rate by polyphase filtering. The tradeoff between accuracy and spatial sampling rate is explored to determine appropriate parameters for a specific transducer. Comparisons with standard tools such as Field II are presented, where nearly 2 orders of magnitude improvement in computation speed is observed for similar accuracy.
spellingShingle Güven, H
Miller, E
Cleveland, R
Fast computation of the acoustic field for ultrasound elements.
title Fast computation of the acoustic field for ultrasound elements.
title_full Fast computation of the acoustic field for ultrasound elements.
title_fullStr Fast computation of the acoustic field for ultrasound elements.
title_full_unstemmed Fast computation of the acoustic field for ultrasound elements.
title_short Fast computation of the acoustic field for ultrasound elements.
title_sort fast computation of the acoustic field for ultrasound elements
work_keys_str_mv AT guvenh fastcomputationoftheacousticfieldforultrasoundelements
AT millere fastcomputationoftheacousticfieldforultrasoundelements
AT clevelandr fastcomputationoftheacousticfieldforultrasoundelements