Development of a water calorimeter for medium energy x-rays

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Transcription:

Development of a water calorimeter for medium energy x-rays Leon de Prez Eduard van Dijk Patricia Damen Nederlands Meetinstituut

Introduction Introduction Design and construction Measurement assembly Correction factors Estimate of the uncertainties Preliminary results

Introduction - Aim Why medium energy x-rays? medium energy x-rays are still used in the Netherlands and for certain treatments an alternative to electron therapy What is the aim? determination of N Dw for a reference chamber with an uncertainty smaller or equal to the current Dutch dosimetry protocol NCS-10 i.e. 2 3 % (1 SD) How is it achieved? feasibility study for one NE 2571 chamber 4 x-ray qualities (100 250 kv; HVL 0.16 2.5 mm Cu)

Introduction - Beam qualities HVL and E mean behind insulation materials (no correction applied for attenuation of calorimeter walls) kvp HVL / mm Cu E mean in air 250 kv 2.48 123.5 180 kv 0.987 85.1 135 kv 0.483 67.1 100 kv 0.159 51.4

Introduction - Principle D w = ΔT C k w Sealed water calorimeter operated at 4 C Horizontal beam (SDD 620 mm; depth 3.5 g cm -2 ) ΔT with 2 thermistors in a Wheatstone bridge Correction factors: attenuation and scatter: 1.004 1.075 (PENELOPE) excess heat: 1.023 1.061 (Comsol Multiphysics) heat defect: ~ 1.000 (published data)

Design and construction

Design and construction

Design and construction

Design and construction

Design and construction Glass cell diameter 3.9 mm, glass thickness 0.8 mm Two 20 kω thermistors in glass probes (diameter 0.5 mm) Ultra pure water (Millipore: 3 ppb TOC; 18.2 MΩ cm) Saturated with Argon

Measurement assembly Optimization of signal SDD as small as practically possible (620 mm) Optimization of electrical circuit: guarding in star shape DC Wheatstone bridge in stead of direct resistance measurement ability to compare 4-wire resistance with a Wheatstone configuration Result: SD 1.7 % - 2.9 %

Measurement assembly

Measurement assembly

Measurements 5 Example water calorimeter run 135 kv; 0.483 mm Cu dv [µv] 0-5 -10-15 10 µk min -1 1 Gy -20-25 0 100 200 300 400 500 600 time [s]

Correction factors k HD Heat defect (~ 1.000) k GLASS Presence of non-water materials k XS Temperature gradients / heat transport

Glass correction Calculated with the PENELOPE MC code based on photon fluence spectra measured with HP Gespectrometer and verified with measured depth dose distributions.

Glass correction - PDD Relavitive depth dose [-] 1.8 1.5 1.3 1.0 0.8 0.5 0.3 0.0 Relative depth dose normalized to 3.5 g cm-2 135 kv; 0.483 mm Cu Measured Calculated (PENELOPE) 0 30 60 90 120 150 depth [cm] 1.0 0.5 Photon fluence spectrum in air 0.0 25 60 95 130

Glass correction - Results Correction factor [-] 1.08 1.06 1.04 1.02 1.00 Correction for presence of glass kvp k glass 250 kv 0.998 180 kv 1.009 135 kv 1.028 100 kv 1.075 Estimated type B uncertainty 1 % 0.98 0.0 0.5 1.0 1.5 2.0 2.5 3.0 HVL [mm Cu]

Excess heat correction Calculated with Comsol Multiphysics 3.2 based on MC calculations for the absorption of energy in the glass compared to water model parameters heat conduction (assuming no convection)

Excess heat correction Relative E deposited [-] 1.0 0.8 0.6 0.4 0.2 Relative energy deposition in water and cel 135 kv; 0.483 mm Cu Cell wall Probe kvp E cell /E E probe /E w w 250 kv 2.92 1.15 180 kv 3.78 1.17 135 kv 5.24 1.24 100 kv 6.30 1.28 0.0 0 2 4 6 8 10 depth [g cm -2 ] Used as input for the heat transport calculations

Excess heat correction Heat transport model Comsol Multiphysics 3.2 Heat transport by conduction PDD from MC calculations Relative energy absorption in glass compared to water from MC calculations

Excess heat correction Beam Cell Probe

Excess heat correction

Excess heat correction 45 Excess heat correction 135 kv; 0.483 mm Cu 35 time [s] 25 15 5-5 "ideal run" excess heat run 0 100 200 300 400 500 600 time [s]

Excess heat correction 1.07 Correction for excess heat kvp k XS Correction factor [-] 1.06 1.05 1.04 1.03 250 kv 1.024 180 kv 1.032 135 kv 1.048 100 kv 1.061 Estimated type B uncertainty 1 % 1.02 0.0 0.5 1.0 1.5 2.0 2.5 3.0 HVL [mm Cu]

Correction factors - Results kvp k glass k XS k tot 250 kv 0.998 1.024 1.022 180 kv 1.009 1.032 1.041 135 kv 1.028 1.048 1.077 100 kv 1.075 1.061 1.141

Preliminary results Comparison with Dutch dosimetry protocol: NCS-10 Water calorimeter N D w = Dw monitor Mstp monitor NCS-10 protocol ND w = N K μen ρ d w / air k ch

Preliminary results WCM NCS-10 kvp N Dw u (k = 1) u (k = 1) N Dw 250 kv 44.8 2.0 % 45.9 2.9 % -2.4 % 180 kv 44.8 2.1 % 45.6 2.7 % -1.8 % 135 kv 44.6 2.2 % 45.0 2.7 % -0.9 % 100 kv 45.0 2.7 % 44.3 2.7 % + 1.7 %

Preliminary results 47 47 N Dw N Dw for for NE a NE2571-3244 N Dw [mgy pc -1 Dw [µgy pc -1 ] ] 46 46 45 45 44 44 43 NCS-10 NCS-10 Water calorimeter Water calorimeter 43 42 0.0 0.5 1.0 1.5 2.0 2.5 3.0 0.0 0.5 1.0 1.5 2.0 2.5 3.0 HVL HVL [mm [mm Cu] Cu]

Conclusion and future work Conclusion: Water calorimetry for medium energy x-rays is possible within 2 3 % uncertainty Future work: Further verifying calculations with measurements Improving the uncertainty budget

Thank you for your attention.