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Compression, estimation, and analysis of ultrasonic signals.

机译:超声信号的压缩,估计和分析。

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摘要

Ultrasonic imaging of materials often requires a large amount of data collection. Consequently, it is desirable to use data compression techniques to reduce data size and to facilitate the analysis and remote access of ultrasonic information. Hence, the locally obtained ultrasonic signals can be transferred efficiently through wireless or wired communication channels to the remotely located experts. In this research, we analyze different signal processing techniques to compress and denoise ultrasonic signals. We also developed a reconfigurable hardware architecture implementation of an ultrasonic signal processor that achieves high speed, high data volume, and reconfigurability.; The precise ultrasonic data representation is paramount to the accurate analysis of the shape, size, and orientation of ultrasonic reflectors, as well as to the determination of the properties of the propagation path. We introduce a successive parameter estimation technique that identifies echoes, compresses and denoises ultrasonic signals. This technique uses a modified version of the continuous wavelet transform to decompose the ultrasonic signal in Gaussian shaped echoes. Furthermore, a chirplet transform is employed to decompose the ultrasonic signal in chirp-shaped echoes. These techniques provide a high resolution and accurate estimation of the echo parameters.; Ultrasonic data is often embedded in noise. Hence, we introduce a technique to estimate an adaptive thresholding function that uses the statistical parameters of the noise embedded in the signal. Then, the statistical parameters are used to generate a thresholding function based on the probability distribution function of the noise. We analyze the performance of adaptive and classical thresholding techniques when applied to the discrete wavelet transform (DWT), discrete cosine transform (DCT), and Walsh-Hadamard transform (WHT) coefficients. The results show that the adaptive thresholding technique is a very powerful method that allows the detection of low SNR ultrasonic backscattered echoes.; We also developed subband and transform coding techniques to compress ultrasonic signals. In particular, the data compression performance of the DCT, WHT, and DWT are examined using simulated and experimental ultrasonic data. The results obtained show that the DWT is better in the representation of broadband signals, while the DCT and the WHT are more suitable in the representation of narrowband signals.
机译:材料的超声成像通常需要大量的数据收集。因此,期望使用数据压缩技术来减小数据大小并促进超声信息的分析和远程访问。因此,可以通过无线或有线通信信道将本地获得的超声信号有效地传输到远程专家。在这项研究中,我们分析了不同的信号处理技术来压缩和降噪超声信号。我们还开发了一种超声波信号处理器的可重配置硬件体系结构,可实现高速,大数据量和可重配置性。精确的超声数据表示对于精确分析超声反射器的形状,大小和方向以及确定传播路径的特性至关重要。我们介绍了一种连续参数估计技术,该技术可以识别回声,压缩和去噪超声信号。该技术使用连续小波变换的修改版本来分解高斯形回波中的超声信号。此外,采用线性调频变换以线性调频回声分解超声信号。这些技术提供了高分辨率和回声参数的准确估计。超声波数据通常嵌入噪声中。因此,我们引入了一种估计自适应阈值函数的技术,该函数使用嵌入在信号中的噪声的统计参数。然后,使用统计参数基于噪声的概率分布函数生成阈值函数。我们分析了将自适应和经典阈值技术应用于离散小波变换(DWT),离散余弦变换(DCT)和Walsh-Hadamard变换(WHT)系数的性能。结果表明,自适应阈值处理技术是一种非常强大的方法,可以检测低SNR超声反向散射回波。我们还开发了子带和变换编码技术来压缩超声信号。特别是,使用模拟和实验超声数据检查了DCT,WHT和DWT的数据压缩性能。获得的结果表明,DWT在宽带信号的表示中更好,而DCT和WHT在窄带信号的表示中更合适。

著录项

  • 作者单位

    Illinois Institute of Technology.;

  • 授予单位 Illinois Institute of Technology.;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 2005
  • 页码 152 p.
  • 总页数 152
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 无线电电子学、电信技术 ;
  • 关键词

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