空穴在热声成像中的应用研究

Chang Liu, Ashkan Ghanbarzadeh-Dagheyan, J. Heredia-Juesas, A. Molaei, J. Martinez-Lorenzo
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引用次数: 1

摘要

微波诱导热声学(TA)传感在地下成像应用中具有突破性的潜力。这是因为它结合了微波成像的高对比度和超声成像的高分辨率的优点。然而,最先进的TA硬件要求接收换能器以线性或旋转方式扫描,以便能够收集足够的正交数据,以产生在距离和交叉距离上具有高空间分辨率的TA图像。这个过程很慢,增加了检测时间,并增加了系统的额外复杂性。为了解决这些问题,本文提出了一种压缩感知(CS)方法,作为一种减少重构稀疏信号所需的最小数据样本数量的机制。此外,为了减少不同测量值之间的互信息共享,提出了采用空穴结构进行四维编码的方法。本文介绍了TA成像理论;研究了空腔参数对成像性能的影响。本工作中的成像结果使用分布式交替方向乘法器(ADMM)算法进行,该算法能够使用范数-1和范数-2正则化器;它们揭示了所提出的空洞和CS - TA成像方法的有效性。
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The Study of Holey Cavity in the Application of Thermoacoustics Imaging
Microwave-induced Thermoacoustics (TA) sensing has the potential to be a breakthrough in subsurface imaging applications. This is because it combines the advantages of high contrast of microwave imaging and high resolution of ultrasound imaging. However, state-of-the-art TA hardware requires that the receiving transducer is scanned in a linear or rotational fashion in order to be able to collect enough orthogonal data needed to produce a TA image possessing high-spatial resolution both in range and cross-range. This process is slow, increases the detection time, and adds an extra complexity to the system. In order to address these problems, a Compressive Sensing (CS) methodology is presented in this paper as a mechanism to reduce the minimum number of data samples required to reconstruct a sparse signal. Furthermore, in order to reduce the mutual information shared by different measurements, a holey cavity structure is proposed to be used to perform 4D coding. In this work, the TA imaging theory is introduced; and the impact that the holey cavity parameters have in the imaging performance is studied. The imaging results in this work are carried out using a distributed Alternating Direction Method of Multipliers (ADMM) algorithm, capable of using norm-1 and norm-2 regularizers; and they reveal the effectiveness of the proposed holey-cavity and CS TA imaging approach.
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