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S95

ESTRO 36

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correlation of visual acuity loss with the mean (r = 0.49,

p = 0.001) and maximum (r = 0.47, p = 0.001) retina dose

and tumor basal diameter (r = 0.50, p < 0.001). The dose

to the macula showed no correlation with visual outcome

(r = 0.24, p = 0.12). In the subgroup of patients with

anterior tumor locations the maximum retina dose

remained the only predictive factor (r = 0.46, p = 0.043).

Evaluating the Cox proportional hazards model yielded a

significantly higher risk for visual acuity loss (of more than

0.3 Snellen) for patients receiving a maximum dose of

500 Gy or higher (p = 0.009). A Cox multivariate analysis

including the macula dose (p = 0.11) and basal diameter

(p = 0.78) showed that a high maximum retinal dose is the

highest risk factor (p = 0.017). The evaluation of the BED

metrics showed no better correlation with the

investigated endpoints and in some cases BED was even

inferior.

Conclusion

The study showed that retina dose (D

2

and D

mean

) is a

suitable predictor for visual acuity loss, especially in case

of anterior tumors where other risk factors (i.e. basal

diameter) fail.

References

[1] R.G. Dale and B. Jones. The clinical radiobiology of

brachytherapy. Br. J. Radiol.

71

, 465-483 (1998)

PV-0186 MaxiCalc: a tool to calculate dose distributions

from measured source positions in HDR brachytherapy

M. Hanlon

1

, R.L. Smith

2

, R.D. Franich

1

1

RMIT University, School of Science, Melbourne, Australia

2

The Alfred Hospital, Alfred Health Radiation Oncology,

Melbourne, Australia

Purpose or Objective

Dosimetric treatment verification via source tracking in

HDR brachytherapy requires evaluation of the delivered

dose as source dwell positions are detected. Current TPSs

are not configured to perform this function, hence a fast

dose calculation engine (DCE) that can accept the input of

arbitrary dwell positions from the source tracking system

is required. Here we present a TG-43 based DCE that

computes 3D dose grids for measured dwell positions and

performs a comparison with the treatment plan.

Material and Methods

The DCE, dubbed MaxiCalc, takes the input of measured

dwell positions and times and calculates a dose grid of

nominated dimensions and grid spacing for direct

comparison to the treatment plan. MaxiCalc was validated

against Oncentra Brachy (OCB v4.3) at 27 single dose

points, as per OCB commissioning, as well as a 3D dose grid

of 13 dwells.

Dwell positions and times delivered in a phantom were

measured by our source tracking system, as previously

published.

1

The measured dwell positions were then used

as input to MaxiCalc and the resultant dose grid compared

to that from OCB. Observed dose differences due to

source position measurement uncertainties were

investigated.

Results

For the 27 dose points, MaxiCalc differed from OCB by a

mean of 0.08% (σ=0.07%, max 0.41%) demonstrating

differences that are similar to those between published

values

2

and OCB. In a multi-source plan for doses between

50-200% of the prescription dose, MaxiCalc yields a

maximum difference of <1%, which arises due to minor

calculation differences in the steep dose gradients near

the source. There was a gamma pass rate of >99% at

1mm/1%.

A dose grid was calculated for a plan of 25 dwell positions

acquired using our source tracking system, there was

maximum difference of 12.2% (mean = 0.7%). The

maximum difference arises from a small shift in the

apparent dwell positions causing large differences due to

the high dose gradients near the source, which is only

significant within 10 mm of the source. For this volume of

interest, only 0.2% of voxels differ by >5%, showing good

agreement throughout. Results from measured delivery

errors, such as those in figure 1, will also be presented.

Figure 1: Dosimetric comparison between planned and

delivered doses for a HDR brachytherapy treatment in a

phantom with an introduced error.

Conclusion

Real-time dosimetric treatment verification is possible

with our source tracking system combined with MaxiCalc.

Fast dose calculation based on measured source dwell

positions is achieved and overcomes the limitation of

current TPSs.

References

1.

Smith, R L., et al. Medical physics 43.5 (2016):

2435-2442.

2.

Daskalov, G M., et al. Medical physics 25.11

(1998): 2200-2208.

PV-0187 Source dwell time and transit time

measurement for a HDR afterloading unit

T.L. Chiu

1

, B. Yang

1

, H. Geng

1

, W.W. Lam

1

, C.W. Kong

1

,

K.Y. Cheung

1

, S.K. Yu

1

1

Hong Kong Sanatorium & Hospital, Medical Physics &

Research Department, Happy Valley, Hong Kong SAR

China

Purpose or Objective

To evaluate dwell time and transit time of HDR

brachytherapy treatment by an in-house fluorescent

screen based QA system. Since dosimetric effect would be

directly affected by source dwell time, an accurate QA

method on temporal accuracy is essential.

Material and Methods

The system included a fluorescent screen (Kodak, Lanex

regular screen) which converts the radiation signal to

optical signal and a high-speed camera with frame rate up

to 500 fps and pixel resolution of 1280X720. The temporal

resolution was 2 ms. A catheter in which an Ir-192 source

would be loaded was fixed on the fluorescent screen and

the camera was placed 30 cm away from the screen. The

whole system was light-shielded. When the source

travelled inside the catheter, the camera would capture

images on the fluorescent screen sequentially. Source

position was traced out by locating the centroid of the

captured image. The accuracy of dwell time was assessed

by measuring 3 different dwell times, namely, 1 s, 0.5 s &

0.1 s. According to a white paper from vendor, transit time

for separations below 35 mm would occupied part of the

next dwell time and those for separations above 35 mm

would have 0.1 s compensation. Thus, the influence of

transit time on dwell time was studied by measuring 0.5 s

dwell time under 3 different dwell separations, namely, 6

cm, 4 cm & 0.5 cm. Dwell time was assessed by counting

the number of images in which source positions were

unchanged to the subsequent image. Transit time was the

time between two dwell positions.

Results