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  4. Efficient two-dimensional blocked element compensation
 
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Efficient two-dimensional blocked element compensation

Journal
Ultrasonic Imaging
Journal Volume
16
Journal Issue
3
Pages
164-175
Date Issued
1994
Author(s)
PAI-CHI LI  
O'donnell, M.
DOI
10.1177/016173469401600302
URI
https://scholars.lib.ntu.edu.tw/handle/123456789/484624
https://www.scopus.com/inward/record.uri?eid=2-s2.0-0028148854&doi=10.1177%2f016173469401600302&partnerID=40&md5=4755ac40936e7d65b7b4891e12ec149d
Abstract
Very large, two-dimensional, anisotropic arrays have been proposed to improve ultrasound image quality. Due to noncontiguous acoustic windows into the body, however, a significant portion of such an aperture may be blocked. Blocked elements result in high sidelobes in the point spread function, degrading image quality. To compensate for this, an object dependent method using multiple receive beams has been recently proposed. This method is effective in removing undesired sidelobes. However, previous results were for one-dimensional arrays where only lateral beams were used for estimation. With two-dimensional arrays, the distribution of blocked elements can change beam characteristics, both laterally and elevationally. In other words, receive beams must be formed in both directions for better performance. Although straightforward in principle, extension of the algorithm from one dimension to two increases computational complexity dramatically. Furthermore, the restricted elevational steering capability of anisotropic arrays also limits performance. In this paper, several computationally efficient algorithms for two-dimensional blocked element compensation are proposed and evaluated. It is shown that undesired sidelobes can be effectively removed using only a limited number of receive beams. Image quality can therefore be restored in the presence of blocked elements without significantly increasing hardware complexity. © 1994, SAGE Publications. All rights reserved.
Subjects
Anisotropic array; blocked element compensation; detectability; multiple receive beamforming; very large array
Other Subjects
Anisotropy; Image quality; One dimensional; Optical transfer function; Acoustic windows; Beam characteristics; Computationally efficient; Hardware complexity; One dimension; One-dimensional arrays; Two-dimensional arrays; Ultrasound images; Image enhancement; article; echography; image processing; image quality; mathematical analysis
Type
journal article

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