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首页> 外文期刊>IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control >An Analytical Approach to Designing Optimal Sparse 1-D Phased Arrays for Handheld Ultrasound Imaging
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An Analytical Approach to Designing Optimal Sparse 1-D Phased Arrays for Handheld Ultrasound Imaging

机译:用于手持超声成像的最佳稀疏1-D分阶段阵列的分析方法

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摘要

Sparse arrays have been studied mainly to reduce the large numbers of elements in 2-D arrays. However, they can also provide an effective means of miniaturizing ultrasound 1-D array systems for point-of-care applications. Although a variety of sparse array design strategies have been proposed, designing an optimum sparse array to simultaneously satisfy the system specification requirements and performance criteria remains a challenge. This article presents an analytical approach for the design of an optimum pair of periodic sparse arrays (PSAs), one for transmission and the other for reception. The approach is based on three newly derived theorems that describe the most important properties of the two PSAs forming the sparse array pair and their relationship pertaining to the overall beam pattern. The proposed approach can be used to design 1-D sparse array pairs with arbitrary sparseness factors while meeting given performance criteria. The computer simulation verified that the spatial resolution of a 64-element phased array can be obtained with a PSA pair consisting of transmit and receive sparse arrays, of which the number of elements is reduced to 32 and 22, respectively.
机译:已经研究了稀疏阵列,主要用于减少2-D阵列中的大量元素。然而,它们还可以提供用于护理点应用的超声波1-D阵列系统的有效手段。虽然已经提出了各种稀疏的阵列设计策略,但设计了最佳的稀疏阵列,同时满足系统规范要求,绩效标准仍然是一个挑战。本文介绍了一种用于设计最佳的周期性稀疏阵列(PSAS)的分析方法,一个用于传输,另一个用于接收。该方法基于三个新导出的定理,描述了形成稀疏阵列对的两个PSA的最重要特性及其与整体光束图案有关的关系。所提出的方法可用于在符合绩效标准时设计具有任意稀疏因素的1-D稀疏阵列对。计算机模拟验证了64元件相控阵列的空间分辨率可以用由发射和接收稀疏阵列组成的PSA对获得,其中元件的数量分别减小到32和22。

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