Show source-provided references
3. Industry 4.0 and Nondestructive Testing of China
5. Computation of diffracted fields for the case of high numerical aperture using the angular spectrum method
10.1364/AO.51.007080 ↗8. Vyas, U., and Christensen, D. (2008, January 20–25). Ultrasound beam propagation using the hybrid angular spectrum method. Proceedings of the 2008 30th Annual International Conference of the IEEE Engineering in Medicine and Biology Society, Vancouver, BC, Canada.
10.1109/IEMBS.2008.4649714 ↗9. Ultrasound beam simulations in inhomogeneous tissue geometries using the hybrid angular spectrum method
10.1109/TUFFC.2012.2300 ↗10. Extension of the angular spectrum method to model the pressure field of a cylindrically curved array transducer
10.1121/1.4978302 ↗11. A diffraction beam field expressed as the superposition of Gaussian beams
10.1121/1.396508 ↗12. Schmerr, L.W. (1998). Fundamentals of Ultrasonic Nondestructive Evaluation a Modeling Approach, Plenum Press.
10.1007/978-1-4899-0142-2 ↗13. Some extensions of the Gaussian beam expansion: Radiation fields of the rectangular and the elliptical transducer
10.1121/1.1572144 ↗14. Simulation of sound fields of ultrasonic phased array sensor based on multi-Gaussian beam model
15. Simulation of ultrasonic beam propagation from phased arrays in anisotropic media using linearly phased multi-Gaussian beams
10.1109/TUFFC.2019.2936106 ↗16. Sound field simulation of ultrasonic inspection of cylinders based on multi-Gaussian beam model
17. Jiang, X.P., Han, H.B., Jia, J., Zhang, L., and Yue, Y.F. (December, January 30). Theoretical study on the characteristics of the sound field radiated by a Gaussian rectangular transducer. Proceedings of the AOPC 2020: Optics Ultra Precision Manufacturing and Testing, Beijing, China.
10.1117/12.2580266 ↗18. Ye, J., Kim, H.J., and Song, S.J. (2008, January 25–28). Development of an ultrasonic ray model for phased array ultrasonic testing in austenitic weldments. Proceedings of the 17th World Conference on Nondestructive Testing, Shanghai, China.
20. Determination of incident angle and position of optimal mode ultrasonic beam for flaw detection in anisotropic and inhomogeneous weldments by ray tracing
22. Ultrasonic field profile evaluation in acoustically inhomogeneous anisotropic materials using 2-D ray-tracing model: Numerical and experimental comparison
10.1016/j.ultras.2012.07.006 ↗25. Defect characterization using an ultrasonic array to measure the scattering coefficient matrix
10.1109/TUFFC.924 ↗26. Xiao, K.F. (2008). Numerical Analysis and Photoelasticitic Expert Meant Study of the Ultrasonic Propagation in Solid. [Master’s Thesis, North University of China]. (In Chinese).
27. Lerch, T.P. (1996). Ultrasonic Transducer Characterization and Transducer Beam Modeling for Applications in Nondestructive Evaluation, Iowa State University.
28. Analysis of flexural mode focusing by a semianalytical finite element method
10.1121/1.1543931 ↗29. Analytic Approach for 2D Phased Array Delay Law Calculation in Case of Inspection of Objects with Complex Geometry
31. Kim, J.N. (2019). Closed-Loop Finite Element Design of Array Ultrasonic Transducers for High-Frequency Applications, The Pennsylvania State University.
32. Finite element analysis model on ultrasonic phased array technique for material defect time of flight diffraction detection
10.1166/sam.2020.3689 ↗39. Liao, D.M. (2002). Study on Numerical Simulation of Thermal Stresses during Casting’s Solidification Process Based on FDM. [Ph.D. Thesis, Huazhong University of Science & Technology]. (In Chinese).
40. Alnuaimi, N.A. (2004). Modeling Ultrasonic Transducer Inhomogeneous and Non-Homogeneous Media Using the DPSM Method. [Ph.D. Thesis, The University of Arizona].
41. Numerical evaluation of the Rayleigh integral for planar radiators using the FFT
10.1121/1.388633 ↗46. Application of the distributed point source method to rough surface scattering and ultrasonic wall thickness measurement
10.1121/1.4740484 ↗47. Vempati, A.S., and Ahmad, R. (2020). Ultrasonic Wave Scattering at Liquid-Solid Interface by ultrasonic phased array sensor Using Distributed Point Source Method (DPSM). European Workshop on Structural Health Monitoring, Springer.
10.1007/978-3-030-64594-6_28 ↗48. Ultrasonicultrasonic phased array technology the first part of the basic concepts
49. The Analysis of Time-delay Precision on the Digitalultrasonicultrasonic phased array testing System
50. Research evolution of ultrasound beamforming technology
51. High-speed ultrasound volumetric imaging system. I. Transducer design and beam steering
10.1109/58.68466 ↗54. Ultrasonic imaging algorithms with limited transmission cycles for rapid nondestructive evaluation
10.1109/TUFFC.2009.1269 ↗59. The wavenumber algorithm for full-matrix imaging using the ultrasonic phased array
10.1109/TUFFC.952 ↗60. Ultrasonic sparse-TFM imaging using particle swarm optimization algorithm
61. Correction model and accelerating algorithm for ultrasonic total focusing method
62. Virtual source aperture imaging for non-destructive testing
63. Multi-element synthetic transmit aperture method in medical ultrasound imaging
66. Ultrasonicultrasonic phased array inspection of wire+ arc additive manufacture samples using conventional and total focusing method imaging approaches
67. Ultrasonic crack evaluation by phase coherence processing and TFM and its application to online monitoring in fatigue tests
10.1016/j.ndteint.2017.10.007 ↗68. Peng, C.Y., Shen, P., Wang, Z.X., and Zhang, J. (2019, January 24–27). The Evaluation of Ultrasonic FMC/TFM on Real Fatigue Cracks. Proceedings of the 2019 Far East NDT New Technology & Application Forum (FENDT), Qingdao, China.
10.1109/FENDT47723.2019.8962652 ↗69. Comparative Study on Using Ultrasonic Array-Based Techniques for Detection of Flaws in Thick and Attenuating Materials
10.1007/s12666-020-02181-7 ↗72. The development of a 2D ultrasonic array system for the in situ inspection of single crystal turbine blades
73. Ultrasonic phased array3D Total Focusing Imaging Detection Technology
74. Total focusing 3D imaging-based on ultrasonic phased array
75. Robust uncertainty principles: Exact signal reconstruction from highly incomplete frequency information
10.1109/TIT.2005.862083 ↗76. Compressive sampling
80. Liu, H.L. (2017). Design and Implementation of Ultrasound Imaging System Based on Compressed Sensing, University of Chinese Academy of Sciences (National Space Science Center, CAS). (In Chinese).
81. Li, M.Q. (2016). Preliminary Research on Ultrasonic Imaging System Based on Compressive Sensing, University of Chinese Academy of Sciences (National Space Science Center, CAS). (In Chinese).
82. The application of compressed sensing in synthetic transmit aperture medical ultrasound imaging
83. Ultrasonicultrasonic phased array compressed sensing beamforming based on optimal matrix
84. Azimipanah, A., and Shahbaz Panahi, S. (2013, January 15–18). Experimental results of compressive sensing-based imaging in ultrasonic non-destructive testing. Proceedings of the 2013 5th IEEE International Workshop on Computational Advances in Multi-Sensor Adaptive Processing (CAMSAP), St. Martin, France.
10.1109/CAMSAP.2013.6714076 ↗85. Compressed Sensing of ultrasonic phased array signal in Turbine Disc Rims Inspection Based on Greedy Algorithms
10.3901/JME.2018.18.033 ↗86. Bai, Z., Chen, S., Jia, L., and Zeng, Z. (2018). Ultrasonic phased array compressive imaging in time and frequency domain: Simulation, experimental verification and real application. Sensors, 18.
10.3390/s18051460 ↗87. Ultrasonic phased array signal compressed sensing in defect detection
89. Pyle, R., Bevan, R., and Wilcox, P. (2019, January 14–18). Compression for ultrasonic phased array imaging: Compressive sensing wavelet thresholding. Proceedings of the Review of Progress in Quantitative Nondestructive Evaluation, Portland, OR, USA.
90. A Full Matrix Data Reconstruction Method of ultrasonic phased array based on Compressed Sensing
91. Review/Sythèse Nonlinear acoustic applications for material characterization: A review
10.1139/p99-059 ↗95. Nonlinear shear wave interaction at a frictional interface: Energy dissipation and generation of harmonics
10.1121/1.3628663 ↗96. Solodov, I. (2009, January 12–14). Nonlinear acoustic ndt: Approaches, methods, and applications. Proceedings of the NDT in Progress, 5th International Workshop of NDT Experts, Prague, Czech Republic.
97. A new imaging technique based on the nonlinear properties of tissues
99. Averkiou, M.A. (2000, January 22–25). Tissue harmonic imaging. Proceedings of the 2000 IEEE Ultrasonics Symposium. Proceedings. An International Symposium (Cat. No. 00CH37121), San Juan, PR, USA.
100. Nonlinear acoustics in higher-order approximation