Doyoung Jang;Heechul Yoon;Gi-Duck Kim;Jae Hee Song;Tai-Kyong Song
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These null points effectively suppress grating lobes generated by a matching pair of arrays. The design process commences with determining transmit and receive PSA patterns, followed by deriving corresponding aperture weighting functions. First, aperture functions of a base and weighting arrays are convolved, which is then upsampled to the targeted array size. Finally, the upsampled aperture is convolved to an aperture function of a subarray, resulting in weighted PSAs (wPSAs). Pulsed wave (PW) simulation confirmed improved grating lobe suppression with wPSAs compared to PSAs. Phantom imaging experiments using a 1-D phased array validated the enhanced contrast due to suppressed grating lobes but at the cost of small degradation in lateral resolution. The signal-to-noise ratio (SNR) also gradually declined with the greater SFs, but no significant difference in SNR was observed between wPSAs and PSAs. Finally, in vivo echocardiography imaging highlighted the clinical potential of wPSAs, particularly with high SFs. Overall, these results suggest that wPSAs can effectively enhance contrast compared to PSAs under the given SF or, alternatively, wPSA with greater SFs can achieve comparable image quality to PSAs with lower SFs. In conclusion, the wPSA approach holds promise for further reducing the complexity of ultrasound imaging systems.","PeriodicalId":13322,"journal":{"name":"IEEE transactions on ultrasonics, ferroelectrics, and frequency control","volume":"71 10","pages":"1255-1268"},"PeriodicalIF":3.0000,"publicationDate":"2024-09-13","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://ieeexplore.ieee.org/stamp/stamp.jsp?tp=&arnumber=10680100","citationCount":"0","resultStr":"{\"title\":\"Design and Evaluation of a Weighted Periodic Sparse Array for Low-Complexity 1-D Phased Array Ultrasound Imaging Systems\",\"authors\":\"Doyoung Jang;Heechul Yoon;Gi-Duck Kim;Jae Hee Song;Tai-Kyong Song\",\"doi\":\"10.1109/TUFFC.2024.3460688\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"A sparse array offers a significant reduction in the complexity of ultrasonic imaging systems by decreasing the number of active elements and associated electrical circuits needed to form a focused beam. 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Finally, the upsampled aperture is convolved to an aperture function of a subarray, resulting in weighted PSAs (wPSAs). Pulsed wave (PW) simulation confirmed improved grating lobe suppression with wPSAs compared to PSAs. Phantom imaging experiments using a 1-D phased array validated the enhanced contrast due to suppressed grating lobes but at the cost of small degradation in lateral resolution. The signal-to-noise ratio (SNR) also gradually declined with the greater SFs, but no significant difference in SNR was observed between wPSAs and PSAs. Finally, in vivo echocardiography imaging highlighted the clinical potential of wPSAs, particularly with high SFs. Overall, these results suggest that wPSAs can effectively enhance contrast compared to PSAs under the given SF or, alternatively, wPSA with greater SFs can achieve comparable image quality to PSAs with lower SFs. 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引用次数: 0
摘要
稀疏阵列通过减少形成聚焦声束所需的有源元件和相关电路的数量,大大降低了超声波成像系统的复杂性。因此,对于一维阵列,它已被用于开发微型系统,如便携式、手持式或基于智能手机的系统。此前,我们开发了一种分析方法,可以设计出一对满足三个特定约束条件的一维周期性稀疏阵列(PSA),这三个约束条件是阵列尺寸、所需光栅叶水平和稀疏因子(SF)。在本研究中,我们进一步发展了我们的方法,加入了孔径加权函数,该函数采用锥形矩形函数的形式,在光束图案上引入了空点。这些空点能有效抑制一对匹配阵列产生的光栅裂片。设计过程首先是确定发射和接收 PSA 图案,然后推导出相应的孔径加权函数。首先,对基准阵列和加权阵列的孔径函数进行卷积,然后根据目标阵列尺寸进行上采样。最后,将上采样孔径与子阵列的孔径函数进行卷积,得出加权 PSAs(wPSAs)。脉冲波模拟证实,与 PSA 相比,wPSA 能更好地抑制光栅叶。使用一维相控阵进行的幻影成像实验证实,光栅叶被抑制后,对比度得到了增强,但横向分辨率略有下降。信噪比(SNR)也随着 SF 的增大而逐渐下降,但 wPSAs 和 PSAs 之间的信噪比没有明显差异。最后,活体超声心动图成像凸显了 wPSAs 的临床潜力,尤其是在高 SFs 的情况下。总之,这些结果表明,与 PSA 相比,在给定 SF 的情况下,wPSA 可以有效增强对比度,或者说,SF 较高的 wPSA 可以获得与 SF 较低的 PSA 相当的图像质量。总之,wPSA 方法有望进一步降低超声成像系统的复杂性。
Design and Evaluation of a Weighted Periodic Sparse Array for Low-Complexity 1-D Phased Array Ultrasound Imaging Systems
A sparse array offers a significant reduction in the complexity of ultrasonic imaging systems by decreasing the number of active elements and associated electrical circuits needed to form a focused beam. Consequently, for 1-D arrays, it has been adopted in the development of miniaturized systems such as portable, handheld, or smartphone-based systems. Previously, we developed an analytic method that can design a pair of 1-D periodic sparse arrays (PSAs) satisfying three specific constraints, which are the array size, desired grating lobe level, and sparseness factor (SF). In this study, we further developed our method by incorporating aperture weighting functions, which take the form of tapered rectangular functions to introduce null points on the beam pattern. These null points effectively suppress grating lobes generated by a matching pair of arrays. The design process commences with determining transmit and receive PSA patterns, followed by deriving corresponding aperture weighting functions. First, aperture functions of a base and weighting arrays are convolved, which is then upsampled to the targeted array size. Finally, the upsampled aperture is convolved to an aperture function of a subarray, resulting in weighted PSAs (wPSAs). Pulsed wave (PW) simulation confirmed improved grating lobe suppression with wPSAs compared to PSAs. Phantom imaging experiments using a 1-D phased array validated the enhanced contrast due to suppressed grating lobes but at the cost of small degradation in lateral resolution. The signal-to-noise ratio (SNR) also gradually declined with the greater SFs, but no significant difference in SNR was observed between wPSAs and PSAs. Finally, in vivo echocardiography imaging highlighted the clinical potential of wPSAs, particularly with high SFs. Overall, these results suggest that wPSAs can effectively enhance contrast compared to PSAs under the given SF or, alternatively, wPSA with greater SFs can achieve comparable image quality to PSAs with lower SFs. In conclusion, the wPSA approach holds promise for further reducing the complexity of ultrasound imaging systems.
期刊介绍:
IEEE Transactions on Ultrasonics, Ferroelectrics and Frequency Control includes the theory, technology, materials, and applications relating to: (1) the generation, transmission, and detection of ultrasonic waves and related phenomena; (2) medical ultrasound, including hyperthermia, bioeffects, tissue characterization and imaging; (3) ferroelectric, piezoelectric, and piezomagnetic materials, including crystals, polycrystalline solids, films, polymers, and composites; (4) frequency control, timing and time distribution, including crystal oscillators and other means of classical frequency control, and atomic, molecular and laser frequency control standards. Areas of interest range from fundamental studies to the design and/or applications of devices and systems.