Quantitative estimation of ultrasonic attenuation in a solid in the immersion case with correction of diffraction effects. Wu, P. & Stepinski, T. Ultrasonics, 38(1–8):481–485, March, 2000. ![Quantitative estimation of ultrasonic attenuation in a solid in the immersion case with correction of diffraction effects [link]](https://bibbase.org/img/filetypes/link.svg "link")
Paper doi abstract bibtex This paper presents a method of diffraction correction for the log-spectral difference method to estimate quantitatively attenuation of a solid in the immersion case. The correction method is established based on the angular spectrum approach that is used to calculate the echoes from the front and back surfaces of the immersed solid. An example is given of a copper plate submerged in water and inspected by a linear array with a cylindrically curved surface. The correction method is first applied to a theoretical estimation of attenuation which is linearly dependent on frequency. The results have shown that the evaluated attenuation coefficient is in excellent agreement with the exact value. Then the method is applied to a real situation, in which the results have shown that the method yields reasonable evaluated attenuation values. This work has demonstrated that the method is able to correct effectively the diffraction effect so as to achieve a quantitative estimation of attenuation.
@article{wu_quantitative_2000,
title = {Quantitative estimation of ultrasonic attenuation in a solid in the immersion case with correction of diffraction effects},
volume = {38},
issn = {0041-624X},
url = {http://www.sciencedirect.com/science/article/pii/S0041624X99000372},
doi = {10.1016/S0041-624X(99)00037-2},
abstract = {This paper presents a method of diffraction correction for the log-spectral difference method to estimate quantitatively attenuation of a solid in the immersion case. The correction method is established based on the angular spectrum approach that is used to calculate the echoes from the front and back surfaces of the immersed solid. An example is given of a copper plate submerged in water and inspected by a linear array with a cylindrically curved surface. The correction method is first applied to a theoretical estimation of attenuation which is linearly dependent on frequency. The results have shown that the evaluated attenuation coefficient is in excellent agreement with the exact value. Then the method is applied to a real situation, in which the results have shown that the method yields reasonable evaluated attenuation values. This work has demonstrated that the method is able to correct effectively the diffraction effect so as to achieve a quantitative estimation of attenuation.},
number = {1–8},
urldate = {2013-04-05TZ},
journal = {Ultrasonics},
author = {Wu, Ping and Stepinski, Tadeusz},
month = mar,
year = {2000},
keywords = {Array, Attenuation estimation, Transducer, Ultrasonic simulation, diffraction},
pages = {481--485}
}
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