2013
DOI: 10.1007/s11517-013-1094-x
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aSi-EPID transit signal calibration for dynamic beams: a needful step for the IMRT in vivo dosimetry

Abstract: This work reports a method based on correlation functions to convert EPID transit signals into in vivo dose values at the isocenter point, Diso, of dynamic IMRT beams supplied by Varian linac. Dose reconstruction for intensity-modulated beams required significant corrections of EPID response, due to the X-ray component transmitted through multileaf collimator. The algorithm was formulated using a set of simulated IMRT beams. The beams were parameterized by means of a fluence inhomogeneity index, FI, introduced… Show more

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Cited by 8 publications
(11 citation statements)
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“…The gamma analysis supplies a transit dosimetry to verify the treatment reproducibility, which can be affected by the patient setup, linac output factor variations, beam interruptions, dose calculations, and the presence of patient morphological changes. The ratio R between the reconstructed and planned isocenter doses is considered in tolerance when 0.95 ≤ R ≤ 1.05 considering the difficulty in chest wall dosimetry and the statistical propagation of the errors for R (uncertainties of D iso estimated in 4% in inhomogeneous tissues, uncertainties in D tps within 3%) . The global γ‐analysis adopted two gamma criteria: (a) the EPID percentage signal agreement, Δ S %, and (b) the distance to agreement, Δ d (mm).…”
Section: Methodsmentioning
confidence: 99%
“…The gamma analysis supplies a transit dosimetry to verify the treatment reproducibility, which can be affected by the patient setup, linac output factor variations, beam interruptions, dose calculations, and the presence of patient morphological changes. The ratio R between the reconstructed and planned isocenter doses is considered in tolerance when 0.95 ≤ R ≤ 1.05 considering the difficulty in chest wall dosimetry and the statistical propagation of the errors for R (uncertainties of D iso estimated in 4% in inhomogeneous tissues, uncertainties in D tps within 3%) . The global γ‐analysis adopted two gamma criteria: (a) the EPID percentage signal agreement, Δ S %, and (b) the distance to agreement, Δ d (mm).…”
Section: Methodsmentioning
confidence: 99%
“…The integral EPID image, referred to each single static or dynamic beam of the treatment fraction, is elaborated to determine: the R ratio between the reconstructed isocenter dose (D iso, EPID ) by EPID image and that planned by TPS, D iso, TPS . In particular, D iso, EPID was determined as the average reconstructed dose values obtained from the points in ▵r side square area (around the beam central axis).The dose reconstruction algorithms for the 3 techniques used are reported in the literature, 27 - 35 where the global accuracy for the R ratio is determined considering both the D iso, EPID accuracy (in inhomogeneous tissues estimated in 4%) 13 , 28 34 and the D iso, TPS accuracy (generally estimated well within 3%). The statistical propagation of the uncertainties supplies for R ratio index the tolerance level 0.95 ≤ R ≤ 1.05; γ-Like analysis which is the comparison between the EPID signal, S, of the reference image (after the optimized patient setup) and that of the EPID image measured with current patient setup.…”
Section: Methodsmentioning
confidence: 99%
“… 2 – 6 The in vivo dosimetry (IVD) is strongly recommended by various organizations 7 - 10 so that in some countries, IVD tests are required as a routine check to detect the causes of dosimetric errors. 11 , 12 Several researchers 13 - 35 have implemented IVD systems to reconstruct the delivered dose to the patients using the amorphous silicon electronic portal imaging device (aSi-EPID) associated with the linear accelerator (LINAC). The results showed that aSi-EPIDs can be used to reconstruct the dose in single points, 2 dimensional (2D), and entire 3-dimensional (3-D) dose distribution.…”
Section: Introductionmentioning
confidence: 99%
“…Figure 3a-c provides lateral dose profiles measured with a detector array (black line) and EPID (red dotted line) normalized to the dose at the center of the radiation field. The green dashed line in Figure 3 presents the EPID profile corrected by the correction factor k profile from Equation (5).…”
Section: Correction Factor For Inhomogeneities In the Beam Profile K ...mentioning
confidence: 99%