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Kirchhoff full plane imaging method based on Eikonal equation |
Min ZHI( ), Jian-Gang ZHU |
Xi'an Research Institute of China Coal Technology & Engineering Group,Xi'an 710077,China |
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Abstract In this paper,the first arrival wave time field of imaging area is obtained by solving the Eikonal equation by using wavefront expansion extrapolation method.The full plane migration imaging of prestack data of complex model is performed by using Kirchhoff integral migration technique.The imaging results show that the inversion method of curve ray tomography describes the anomaly velocity body more accurately than straight ray tomography result.Better migration imaging results can be obtained by using the velocity field inverted by curved ray tomography.
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Received: 24 June 2019
Published: 28 August 2020
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Diagram of rectangular mesh partition
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Sketch of straight-ray tomography inversion in regular grids
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Sketch of curve-ray tomography inversion in regular grids
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Model and observation system
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Simulate single shot record
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Velocity structure by straight(a) and curve ray(b) tomography inversion
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Comparison of isochron maps of straight (a) and curve (b) ray tomography
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Original migration imaging profile a—imaging profile of straight ray result;b—imaging profile of curve ray result
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Imaging profile after Laplace filtering a—imaging profile of straight ray result;b—imaging profile of curve ray result
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