2022
DOI: 10.1088/1361-6560/ac4a41
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The magnetic field dependent displacement effect and its correction in reference and relative dosimetry

Abstract: Objective This study investigates the perturbation correction factors of air-filled ionization chambers regarding their depth and magnetic field dependence. Focus has been placed on the displacement or gradient correction factor Pgr. Besides, the shift of the effective point of measurement Peff that can be applied to account for the gradient effect has been compared between the cases with and without magnetic field. Approach The perturbation correction factors have been simulated by stepwise modifications of… Show more

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Cited by 3 publications
(3 citation statements)
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“…Table 1: Diameters of the detectors including wall material and of the detectors sensitive area for all investigated point detectors as well as the sensitive detector volumes in mm 3 as calculated from finite-element methods taken from (Tekin et al, 2020) (*) or calculated using data given in (Tekin et al, 2022) The detector specific K(x) were derived according to Equation 1 from the measured D(x) and M(x) using the iterative van Cittert (1931) deconvolution method as described in Looe et al (2015). The number of iterations was limited to five to suppress the unavoidable noise amplification during the iteration process.…”
Section: Signal Profiles M(x)mentioning
confidence: 99%
“…Table 1: Diameters of the detectors including wall material and of the detectors sensitive area for all investigated point detectors as well as the sensitive detector volumes in mm 3 as calculated from finite-element methods taken from (Tekin et al, 2020) (*) or calculated using data given in (Tekin et al, 2022) The detector specific K(x) were derived according to Equation 1 from the measured D(x) and M(x) using the iterative van Cittert (1931) deconvolution method as described in Looe et al (2015). The number of iterations was limited to five to suppress the unavoidable noise amplification during the iteration process.…”
Section: Signal Profiles M(x)mentioning
confidence: 99%
“…For MR-linac dosimetry, the magnetic field influences charge collection in the air-filled sensitive volume (SV) of the ionization chamber [ 22 ]. For reference dosimetry, near constant correction factors, specific to the magnetic field, can be applied to ionisation chamber measurements beyond d max ; however, in the build-up region correction factors become depth-dependent [ 23 ] due to a loss of charged-particle equilibrium (CPE) conditions. With a variable magnetic field correction factor in the build-up region and a SV thickness in the order of millimetres [ 24 ], the ionisation chamber is not an ideal dosimeter to accurately measure skin dose in a transverse MR-linac.…”
Section: Introductionmentioning
confidence: 99%
“…For MR-linac dosimetry, the magnetic eld in uences charge collection in the air-lled sensitive volume (SV) of the ionization chamber [23]. For reference dosimetry, near constant correction factors, speci c to the magnetic eld, can be applied to ionisation chamber measurements beyond d max ; however, in the build-up region correction factors become depth-dependent [24] due to a loss of charged-particle equilibrium (CPE) conditions. With a variable magnetic eld correction factor in the build-up region and a SV thickness in the order of millimetres [25], the ionisation chamber is not an ideal dosimeter to accurately measure skin dose in a transverse MR-linac.…”
Section: Introductionmentioning
confidence: 99%