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An Efficient Ultrasonic SAFT Imaging for Pulse-Echo Immersion Testing 원문보기

비파괴검사학회지 = Journal of the Korean Society for Nondestructive Testing, v.37 no.2, 2017년, pp.84 - 90  

Hu, Hongwei (Changsha University of Science & Technology) ,  Jeong, Hyunjo (Division of Mechanical and Automotive Engineering, Wonkwang University)

Abstract AI-Helper 아이콘AI-Helper

An ultrasonic synthetic aperture focusing technique (SAFT) using a root mean square (RMS) velocity model is proposed for pulse-echo immersion testing to improve the computational efficiency. Considering the immersion ultrasonic testing of a steel block as an example, three kinds of imaging were stud...

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제안 방법

  • In order to effectively calculate the propagation time of ultrasonic wave in multi-layer medium and ensure the resolution of SAFT imaging, the root mean square velocity model of seismic wave data processing is introduced to investigate a new SAFT imaging method in this paper [16]. The root mean square velocity model is used to calculate the approximate propagation time of the acoustic beam in multi-layer media, which is compared with the exact propagation time calculated by Snell's law to verify the effectiveness of the model.
  • The above method was used to analyze the remaining three defect holes, and the longitudinal and lateral sizes (sg, sl)of the defect holes under three imaging methods were counted respectively. The maximum voltage amplitude of the speckle noise and the defect hole shown in Fig.
  • The lateral dimension of defects was quantified by –6 dBdrop method, and the normalized intensity of sound pressure was analyzed.

대상 데이터

  • 3, the target imaging area is 20 mm × 20 mm. The target imaging area is 15 mm away from the top surface of the test block and 22.5 mm away from the left side of the test block, and contains 4 edge through-holes with a diameter of 1.5 mm. A immersion probe with a center frequency of 5 MHz and a aperture of 12.

이론/모형

  • The root mean square velocity model is used to calculate the approximate propagation time of the acoustic beam in multi-layer media, which is compared with the exact propagation time calculated by Snell's law to verify the effectiveness of the model.
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참고문헌 (17)

  1. J. Kim, J. Jun and J. Lee, "An application of a magnetic camera for an NDT system for aging aircraft," Journal of the Korean society for nondestructive testing, Vol. 30, No. 3, pp. 212-224 (2010) 

  2. C. Li, D. Pain and P. D. Wilcox, B. W. Drinkwater, "Imaging composite material using ultrasonic arrays," NDT & E International, Vol. 53, pp. 8-17 (2013) 

  3. S. Kolkoori, N. Wrobel and U. Zscherpel and U. Ewert, "A new X-ray backscatter imaging technique for non-destructive testing of aerospace materials," NDT & E International, Vol. 70, pp. 41-52 (2015) 

  4. E. Sato, M. Shiwa and Y. Shinagawa, T. Ida, S. Yamazoe and A. Sato, "Ultrasonic testing methodfor detection of planar flaws in graphite material," Materials Transactions, Vol. 48, No. 6, pp. 1227-1235 (2007) 

  5. R. Subbaratnam, S. T. Abraham, B. Venkatraman and B. Raj, "Immersionand TOFD (I-TOFD): a novel combination for examination of lower thicknesses," Journal of Nondestructive Evaluation, Vol. 30, No. 3, pp. 137-142 (2011) 

  6. T. Olofsson, "Phase shift migration for imaging layered objects and objects immersed in water," IEEE Transactions on Ultrasonic Ferroelectrics and Frequency Control, Vol. 57, No. 11, pp. 2522-2530 (2010) 

  7. K. Mayer, R. Marklein K. J. Langenberg and T. Kreutter, "Three-dimensional imaging system based on Fourier transform synthetic aperture focusing technique," Ultrasonics, Vol. 28, No. 4, pp. 241-255 (1990) 

  8. J. A. Jensen, S. I. Nikolov, K. L. Gammelmark, M. H. Pedersen, "Synthetic aperture ultrasound imaging," Ultrasonics, Vol. 44, pp. 5-15 (2006) 

  9. K. Qin, C. Yang and F. Sun, "Generalized frequency-domain synthetic aperture focusing technique for ultrasonic imaging of irregularly layered objects," IEEE Transactions on Ultrasonic Ferroelectrics and Frequency Control, Vol. 61, No. 1, pp. 133-145 (2014) 

  10. T. Stepinski, "An implementation of synthetic aperture focusing technique in frequency domain," IEEE Transactions on Ultrasonic Ferroelectrics and Frequency Control, Vol. 54, No. 7, pp. 1399-1408 (2007) 

  11. J. A. Jensen, S. I. Nikolov, K. L. Gammelmark and M. H. Pedersen, "Synthetic aperture ultrasound imaging," Ultrasonics, Vol. 44, pp. 5-15 (2006) 

  12. X. Guan, J. He and E. M. Rasselkorde, "A time-domain synthetic aperture ultrasound imaging method for material flaw quantification with validations on small-scale artificial and natural flaws," Ultrasonics, Vol. 56, pp. 487-496 (2015) 

  13. A. Shlivinski and K. J. Langenberg, "Defect imaging with elastic waves in inhomogeneous-anisotropic materials with composite geometries," Ultrasonics, Vol. 49(1), pp. 89-104 (2007) 

  14. C. H. Chang, Y. F. Chang and Y. Ma and K. K. Shung, "Reliable estimation of virtual source position for SAFT imaging," IEEE Transactions on Ultrasonic Ferroelectrics and Frequency Control, Vol. 60, No. 2, pp. 356-363 (2013) 

  15. T. Scharrer, M. Schrapp, S. J. Rupitsch, A. Sutor and R. Lerch, "Ultrasonic imaging of complex specimens by processing multiple incident angles in full-angle synthetic aperture focusing technique," IEEE Transactions on Ultrasonic Ferroelectrics and Frequency Control, Vol. 61, No. 5, pp. 830-839 (2014) 

  16. M. Taner and F. Koehler, "Velocity spectradigital computer derivation applications of velocity functions," Geophysics, Vol. 34, No. 6, pp. 859-881 (1969) 

  17. A. H. Kleyn, "Seismic Reflection Interpretation," Elsevier Applied Science Publishers, New York, pp. 73-76 (1983) 

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