2020
DOI: 10.1088/1361-6560/ab66e1
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Validation of the proton range accuracy and optimization of CT calibration curves utilizing range probing

Abstract: Validation of the proton range accuracy and optimization of CT calibration curves utilizing range probing. Physics in Medicine and Biology, 65(3), [03NT02].

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Cited by 34 publications
(47 citation statements)
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“…Lastly, optimizing patient positioning to minimize the dose perturbation can improve target coverage without increasing the setup uncertainty setting [34]. Future work on estimation of stopping power ratios using dual-energy CT can help reduce the range errors found in proton radiography and reduce the required range uncertainty setting [23,35]. Additionally, future work should be extended to photon therapy where both robust optimization and a probabilistic assessment of target coverage should be used to further improve treatment [36].…”
Section: Discussionmentioning
confidence: 99%
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“…Lastly, optimizing patient positioning to minimize the dose perturbation can improve target coverage without increasing the setup uncertainty setting [34]. Future work on estimation of stopping power ratios using dual-energy CT can help reduce the range errors found in proton radiography and reduce the required range uncertainty setting [23,35]. Additionally, future work should be extended to photon therapy where both robust optimization and a probabilistic assessment of target coverage should be used to further improve treatment [36].…”
Section: Discussionmentioning
confidence: 99%
“…Range errors are systematic in nature and occur depending on tissue type. Common clinical practice is to account for a 2.4% + 1.0 mm range uncertainty error during treatment optimization [22,23]. This recipe was shown to be equal to two SDs in a recent study analyzing the residual range errors in proton radiography validation of our CT calibration curve [23].…”
Section: Error Distributionsmentioning
confidence: 98%
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“…In the workflow proposed by Meijers et al, the WEPL error is estimated by calculating the shift to be applied to the simulated IDD to minimize the quadratic error between the simulated and the measured IDDs 14 . This method is, however, not optimal because it does not use the fact that a measured IDD contains information on the WEPL not only at the spot position but also in its vicinity.…”
Section: Methodsmentioning
confidence: 99%
“…In the region of interest D which includes area A, B, and C, this value is 90% for a margin of 0.6 mm + 1.4% which means that the part of the initial margin of 0.6 mm + 2.4% which depends on dose computation was actually overestimated by 71% for 90% of the pixels, or equivalently could be decreased by 42%, which is similar to Meijers conclusions. 14 In the region A which does not have any cavity, the margin corresponding to a 90% confidence interval is 0.6 mm + 0.4%. This means that the part of the initial margin of 0.6 mm + 2.4% which depends on dose computation was overestimated by 500% for 90% of the pixels, or equivalently could be decreased by 83%.…”
Section: C Range Uncertainty Analysismentioning
confidence: 96%