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- W2128580630 abstract "Crosshole radar techniques are important tools for a wide range of geoscientific and engineering investigations. Unfortunately, the resolution of crosshole radar images may be limited by inadequacies of the ray tomographic methods that are commonly used in inverting the data. Since ray methods are based on high-frequency approximations and only account for a small fraction of the information contained in the radar traces, they are restricted to resolving relatively large-scale features. As a consequence, the true potential of crosshole radar techniques has yet to be realized. To address this issue, we introduce a full-waveform inversion scheme that is based on a finite-difference time-domain solution of Maxwell's equations. We benchmark our new scheme on synthetic crosshole data generated from suites of increasingly complex models. The full-waveform tomographic images accurately reconstruct the following: (1) the locations, sizes, and electrical properties of isolated subwavelength objects embedded in homogeneous media; (2) the locations and sizes of adjacent subwavelength objects embedded in homogeneous media; (3) abrupt media boundaries and average and stochastic electrical property variations of heterogeneous layered models; and (4) the locations, sizes, and electrical conductivities of water-filled tunnels and closely spaced subwavelength pipes embedded in heterogeneous layered models. The new scheme is shown to be remarkably robust to the presence of uncorrelated noise in the radar data. Several limitations of the full-waveform tomographic inversion are also identified. For typical crosshole acquisition geometries and parameters, small resistive bodies and small closely spaced dielectric objects may be difficult to resolve. Furthermore, electrical property contrasts may be underestimated. Nevertheless, the full-waveform inversions usually provide substantially better results than those supplied by traditional ray methods." @default.
- W2128580630 created "2016-06-24" @default.
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- W2128580630 date "2007-09-01" @default.
- W2128580630 modified "2023-10-18" @default.
- W2128580630 title "Full-Waveform Inversion of Crosshole Radar Data Based on 2-D Finite-Difference Time-Domain Solutions of Maxwell's Equations" @default.
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- W2128580630 cites W1964726023 @default.
- W2128580630 cites W1966285728 @default.
- W2128580630 cites W1980631759 @default.
- W2128580630 cites W1986053491 @default.
- W2128580630 cites W1996522389 @default.
- W2128580630 cites W2003017040 @default.
- W2128580630 cites W2003147468 @default.
- W2128580630 cites W2009552164 @default.
- W2128580630 cites W2015686124 @default.
- W2128580630 cites W2020396340 @default.
- W2128580630 cites W2031840720 @default.
- W2128580630 cites W2040031703 @default.
- W2128580630 cites W2040551311 @default.
- W2128580630 cites W2049128283 @default.
- W2128580630 cites W2049677455 @default.
- W2128580630 cites W2050925828 @default.
- W2128580630 cites W2054075834 @default.
- W2128580630 cites W2059042388 @default.
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- W2128580630 cites W2076688813 @default.
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- W2128580630 cites W2079741188 @default.
- W2128580630 cites W2081710957 @default.
- W2128580630 cites W2084554625 @default.
- W2128580630 cites W2087417217 @default.
- W2128580630 cites W2088461511 @default.
- W2128580630 cites W2092190794 @default.
- W2128580630 cites W2092225611 @default.
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- W2128580630 cites W2096308937 @default.
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- W2128580630 cites W2108174537 @default.
- W2128580630 cites W2110922808 @default.
- W2128580630 cites W2111518278 @default.
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- W2128580630 cites W2124477243 @default.
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- W2128580630 cites W2137729265 @default.
- W2128580630 cites W2142763905 @default.
- W2128580630 cites W2143368686 @default.
- W2128580630 cites W2145672853 @default.
- W2128580630 cites W2146073273 @default.
- W2128580630 cites W2146922163 @default.
- W2128580630 cites W2147308646 @default.
- W2128580630 cites W2148580400 @default.
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- W2128580630 cites W2168110839 @default.
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- W2128580630 cites W2324008576 @default.
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- W2128580630 doi "https://doi.org/10.1109/tgrs.2007.901048" @default.
- W2128580630 hasPublicationYear "2007" @default.
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