Samenvatting
Radiation-induced acoustics (RIA) shows promise in advancing radiological imaging and radiotherapy dosimetry methods. However, RIA signals often require extensive averaging to achieve reasonable signal-to-noise ratios, which increases patient radiation exposure and limits real-time applications. Therefore, this article proposes a discrete wavelet transform (DWT)-based filtering approach to denoise the RIA signals and avoid extensive averaging. The algorithm was benchmarked against low-pass filters and tested on various types of RIA sources, including low-energy X-rays, high-energy X-rays, and protons. The proposed method significantly reduced the required averages (1000 times less averaging for low-energy X-ray RIA, 32 times less averaging for high-energy X-ray RIA, and four times less averaging for proton RIA) and demonstrated robustness in filtering signals from different sources of radiation. The coif5 wavelet in conjunction with the sqtwolog threshold selection algorithm yielded the best results. The proposed DWT filtering method enables high-quality, automated, and robust filtering of RIA signals, with a performance similar to low-pass filtering, aiding in the clinical translation of radiation-based acoustic imaging for radiology and radiation oncology.
Originele taal-2 | Engels |
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Artikelnummer | 10248961 |
Pagina's (van-tot) | 76-87 |
Aantal pagina's | 12 |
Tijdschrift | IEEE Transactions on Radiation and Plasma Medical Sciences |
Volume | 8 |
Nummer van het tijdschrift | 1 |
DOI's | |
Status | Gepubliceerd - jan. 2024 |
Financiering
This work was supported in part by the National Institute of Health under Grant R37CA240806; in part by the American Cancer Society under Grant 133697-RSG-19-110-01-CCE; and in part by the UCI Chao Family Comprehensive Cancer Center under Grant P30CA062203.
Financiers | Financiernummer |
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National Institutes of Health, NIH | R37CA240806 |
American Cancer Society | 133697-RSG-19-110-01-CCE |
Chao Family Comprehensive Cancer Center | P30CA062203 |
Trefwoorden
- Ultrasound
- Radiation
- Dosimetry
- Signal Processing
- Wavelet Transform