Calibration of dosimeters for small mega voltage photon fields at ARPANSA

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Calibration of dosimeters for small mega voltage photon fields at ARPANSA G Ramanathan 1, C.Oliver 1, D J Butler 1, P D Harty 1, Viliami Takau 1 Tracy Wright 1 and Tom Kupfer 2 1 Australian Radiation Protection and Nuclear Safety Agency 619, Lower Plenty Road, Yallambie, Victoria 3085 2 Austin Health and RMIT, Melbourne

Collaborators 2

Outline: Targets for the small field dosimetry at ARPANSA Dosimetric challenges in small field measurements Establishment of dose area product in small field measurements Graphite calorimetry measurements in small fields Profile and output factor measurements with various detectors Further work to be done Conclusions

What is small field? 4 x 4 cm 2 to 40 x 40 cm 2 fields are used in conventional radiotherapy. Narrow or sub-cm fields are used in advanced treatment modalities such as Intensity modulated radiotherapy (IMRT) or Streotactic radiosurgey (SRS). A small photon field is defined as one having dimensions smaller than the lateral range of the charged particles released by the photons that contribute to the dose. If the output factor changes by ± 1.0 %, given a change in either field size or detector position of up to ± 1 mm, then the field should be considered very small Paul Charles et al. Medical Physics, 41 041707 (2014) 4

Clinical situations where small fields are used Intensity Modulated Radiation Therapy (IMRT) Brain Tumors Head and Neck Cancer Typical beamlet sizes used in IMRT are: square fields of 0.5 0.5 cm 2, and 1.0 1.0 cm 2, to 6.0 6.0 cm 2 5

Clinical situations where small fields are used Stereotactic Radiosurgery (SRS) Brain Tumors Typical beamlet sizes used in IMRT are: square fields of 0.5 0.5 cm 2, and 1.0 1.0 cm 2, to 6.0 6.0 cm 2 small fields of 6 30 mm in diameter are used 6

Clinical situations where small fields are used Helical Tomotherapy Prostate Tumour 1 cm to 5 cm wide helical fan beams are used 7

Small Field Dosimetry at ARPANSA Project Plan Target outcomes: 1. Ability to characterise detectors (e.g. OSLD, diode or pinpoint chamber) for field size down to 5 mm 2. Calibration service for DAP chambers in water 3. Publish field-size correction factors for detector types 4. Issue advice on appropriateness of certain detectors for small field measurements and any other issues of small field measurements

Courtesy: Brainlab Dosimetric challenges There is no primary standard available for absolute dosimetry Output factors derived from reference dosimetry based on IAEA TRS- 398/AAPM TG-51 have wide variations with smaller field sizes Availability of small detectors for sizes comparable to field dimensions

Dosimetric challenges

Dose Area Product Measurements

Beam quality index Q TPR 20,10 Dose-area product ratio (S. Duane, NPL, UK 2010) O. Sauer,Med Phys. 2009 Sep;36(9):4168-72. Q independent of field size? Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 12

Research aims for DAP measurements Investigate the suitability of a large-area ionization chamber (LAC) for measurements of dose-area products (DAP) Experimentally investigate the field size dependence of the beam quality index Q with the LAC chamber. Find other useful applications of the LAC chamber PTW 34070 Bragg Peak chamber has been used for the studies Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 13

ARPANSA Elekta Synergy 6,10,18 MV with flattening filter 1 cm wide MLC Stereotactic cones Linacs used Austin Health Elekta Agility 6,10 MV with and without flattening filter 0.5 cm wide MLC Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 14

PTW 34070 Bragg Peak chamber (mounted in water tank) Waterproof, vented chamber body, nearly water equivalent (PMMA) 11 cm Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 15

Sensitive volume: 8.16 cm diameter & 0.2 cm height Operating bias +400 V Commissioning tests: Uniform plate separation (determined with microct), Ion collection efficiency, polarity effect, Response anisotropy, Response long term stability. Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 16

Results LAC commissioning test 1/6 Electrode separation sampled across volume and found to be uniform: 2.01 +/-0.03 mm (1SD) & no discernable or systematic pattern Ion collection efficiency corrections: < 0.3% Polarity effect: very small <0.2% Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 17

Results LAC commissioning tests 3/6 Sr-90 check source (20 MBq) Stable over long term with 1 SD = 0.4%.. Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 18

Results LAC commissioning test 4/6 Relative dose distribution measurement with EBT3 film Low output (400 MU) Low MU in-field dose High output (4000 MU) High MU out-of-field dose scaled by 1/10 Final 2D relative dose distribution more accurate in low dose region Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 19

Results LAC commissioning tests 5/6 EBT3 relative dose distribution compared to other dosimeters Improved agreement in low dose region with 2-film method LAC sensitive diameter Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 20

Calibration of LAC in intermediate field 1/2 DAP = D r dr = M LAC N LAC k i DAP can be separated into an absolute and a relative component R(r) D 0 D r dr = D 0 R r dr 5 cm diameter D 0 determined with reference detector D 0 = M ref N Ref k i,ref R(r) determined with film N LAC = M ref N Ref k i,ref R r dr M LAC k i,lac 21

Calibration of LAC in intermediate field 2/2 5 cm diameter cone Farmer reference chamber (ARPANSA standard) Relative dose distribution was measured with radiochromic film Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 22

beam quality index Q Radiation source Water phantom LAC Q = DAP 20cm / DAP 10cm = DAPR 20,10 dose-area product ratio 20 to 10 Q measured at ARPANSA and Austin Health Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 23

Investigate LAC vs TPS Measure DAP with LAC in water Calculate DAP in clinical treatment planning system (Austin) Field size side length: 1x1 to 5x5 cm Normalized result to the 5x5 cm field and compare Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 24

1) Scale central axis to 1.0 2) Numerical integration over LAC s diameter Calibration of DAP chamber 3) Multiply by CAX dose (measured with reference detector) DAP = D 0 R r dr N LAC = DAP (M LAC k i ) = 16.3 cgy cm 2 nc -1 (1 SD = 1.4%) Other authors: 16.8 cgy cm 2 nc -1 Diff: 3.2% (Djougouela et al. 2006) ARPANSA 10x10 cm field: 15.88 cgy cm 2 nc -1 Diff: 2.6% Possible reasons: edge effects? Uninsulated collecting wire?? Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 25

Results beam quality index Q does not appear to depend on field size for MLC 1x1 5x5 cm Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 26

Results beam quality index Slight increase with reduced field size below 1x1cm Other authors use 3 cm diameter and get flatter curve Dependent on field size, detector radius or both? Tom Kupfer: Dosimetry of small megavoltage photon fields, 18th March 2016 27

Calorimetry with MLC fields 2 Full Run -0.06-0.07-0.08 Pre-irradiation Drift Data Fit -0.09 1.5 Volts -0.1-0.11-0.12 Volts 1 0.5-0.13-0.14 0 50 100 150 200 250 Time (Multiples of 0.25 seconds) 1.99 1.98 1.97 Post-irradiation Drift Data Fit 1.96 0 Volts 1.95 1.94 1.93 1.92 1.91 1.9-0.5 0 100 200 300 400 500 600 700 800 900 1000 Time (Multiples of 0.25 seconds) 1.89 750 800 850 900 950 1000 Time (Multiples of 0.25 seconds)

Calorimetry with SRS cones 3 Full Run -0.05 Pre-irradiation Drift -0.06-0.07 Data Fit Cone size Dose/MU ESDM mm mgy % 50 7.31 0.40 15 4.26 0.91 10 2.02 1.04 Volts 2.5 2 1.5 1 0.5 Volts -0.08-0.09-0.1-0.11-0.12-0.13-0.14-0.15 0 50 100 150 200 250 300 Time (Multiples of 0.25 seconds) 2.82 2.8 2.78 Post-irradiation Drift Data Fit 5 0.72 0.81 0 Volts 2.76 2.74 2.72 Dose values are average for 10 runs 29-0.5 0 200 400 600 800 1000 1200 Time (Multiples of 0.25 seconds) 2.7 850 900 950 1000 1050 1100 Time (Multiples of 0.25 seconds)

6 MV photon beam profile measurements with MLC fields Detectors used: PTW 60017 electron diode, PTW 60019 microdiamond and cc13 ionisation chamber 30

6 MV photon beam profile measurements with SRS cones Detectors used: PTW 60017 electron diode, PTW 60019 microdiamond and cc13 ionisation chamber 31

Comparison of penumbra widths of profiles with SRS cones Cone size (mm) Penumbra width (mm) (80% - 20%) Ediode PTW60017 Microdiamond PTW 60019 IBA cc13 chamber 5 1.47 1.72 3.03 7.5 1.69 1.99 3.54 10 1.91 2.39 4.18 15 2.01 2.38 4.74 50 2.67 3.09 5.49 Radius of the detector 0.6 1.1 3.0 32

Effective field size for SRS cones with detectors Detector 5 mm 7.5 mm 10 mm 15 mm 50 mm Ediode PTW60017 6.28 8.41 10.92 16.29 52.76 Microdiamond PTW 60019 6.46 8.51 11.18 16.66 54.15 Pinpoint Chamber PTW 31014 6.74 8.58 11.13 16.68 53.92 Note: 1. Effective field size (mm) = (FWHM crossline * FWHM inline ) 2. FWHM was evaluated using Matlab function (script shown in the next slide) 3. The cone diameters are quoted for iso-centre which is 100 cm but the measurements have been made in water phantom with 100 cm SSD and 10 cm depth. 33

function[fullw]=fwhm(data) % This function determines full width at half % maximum of a peak if the input data has two columns: % Column 1 = x % Column 2 = y %Coded by Ebo Ewusi-Annan %University of Florida %August 2012 x = data(:,1); y= data(:,2); maxy = max(y); f = find(y==maxy); cp = x(f);% ignore Matlabs suggestion to fix!!! y1= y./maxy; ydatawr(:,1) = y1; ydatawr(:,2) = x; newfit1=find(x>= cp); newfit2=find(x < cp); ydatawr2 = ydatawr(min(newfit1):max(newfit1),:); ydatawr3 = ydatawr(min(newfit2):max(newfit2),:); sp1 = spline(ydatawr2(:,1),ydatawr2(:,2),0.5); sp2 = spline(ydatawr3(:,1),ydatawr3(:,2),0.5); Fullw = sp1-sp2; end 34

Volume averaging in 5mm SRS cone fields FWHM (ediodedata) 6.3373 General model Gauss1: fit1(x) = a1*exp(-((x-b1)/c1)^2) FWHM(Gaussian fit) 5.9206 Coefficients (with 95% confidence bounds): a1 = 106.6 (105.7, 07.4) b1 = 0.04406 (0.02096, 0.06715) c1 = 3.553 (3.521, 586) 35

Centred profile taken before O.F. measurements for 5mm SRS cone

Output factor 100.00 Uncorrected O.F with various detectors for SRS cones 90.00 80.00 70.00 60.00 50.00 40.00 30.00 31014 cc13 Diamond ediode 20.00 10.00 0.00 0 5 10 15 20 25 30 35 40 45 50 Cone diameter,mm

Output factor measurements with 5mm SRS cone Detector Charge Measured (nc) A C.F Corrected Charge (nc) B 10 x 10 Measured Charge (nc) C O.F Uncorrected A/C O.F Corrected B/C Ediode PTW 60017-23.03 0.96-22.13-36.64 0.63 0.60 Microdiamond PTW 60019 Pinpoint Chamber PTW 31014 1.94 1.03 1.99 3.27 0.59 0.61 0.70 1.13 0.79 1.39 0.50 0.57 Note: 1. Charges have been measured for 400 MU at 400 MU/min 2. Correction factors for 5mm cone CyberKnife fields for PTW 60017 and PTW 31014 have been taken from Medical Physics 40, 071725 (2013) and for PTW 60019 from Phys. Med. Biol. 60 (2015) 905 924 3. All measured charges have been corrected for polarity and recombination

Summary Small Field Dosimetry is important with advanced modalities of radiotherapy using smaller field sizes for which calibration techniques are under development Education and understanding of the physicists is important as can be seen from the reports of over exposure incidents IAEA-AAPM report TG-155 is expected to provide guidelines and recommendations for accurate determination of dosimetric data for small fields DAP measurements are promising because they avoid positioning errors and variation of beam quality index with field size Monte Carlo calculations of the correction factors for small fields are in progress. 39