Table of Contents Table of Contents
Previous Page  808 / 1082 Next Page
Information
Show Menu
Previous Page 808 / 1082 Next Page
Page Background

S792

ESTRO 36 2017

_______________________________________________________________________________________________

Communications Department, Alcala de Henares-Madrid,

Spain

Purpose or Objective

In this study, we present a new method for portal

dosimetry. CT images of the Electronical Portal Imaging

Device (EPID) were used as phantom images for dose

calculation. The clinical beam model and beam energy, in

the treatment planning system, were used to calculate

dose over the EPID.

Material and Methods

The method was developed for a Varian Clinac 21-EX

(Varian Medical Systems, USA), with a nominal photon

energy of 6 MV, equipped with a Varian aS1000 EPID.

Pinnacle 8.0m (Philips Medical Systems, NL) was used for

treatment planning calculations. Matlab® v2012a

(Mathworks, USA) was employed to develop code for

calculations involving backscatter and output correction

factors.

The EPID was calibrated, following the manufacturer

procedure, and then unmounted from the linear

accelerator and scanned to acquire CT images of the EPID

(Fig. 1) on an Aquilion LB (Toshiba Medical Systems,

Japan). These CT images were imported into the Pinnacle

planning system. The imported images were used as a

quality assurance phantom to calculate dose on the image

plane, which was considered as the predicted portal dose.

Two sliding-window IMRT treatment plans, a prostate and

a head and neck case, were delivered, measured and

analyzed with both with the EPID and with MatriXX (IBA

Dosimetry, Germany), as an independent measurement

method.

Matlab code was used to calculate EPID arm

backscattering and output factor corrections. Gamma

index comparison (3 %, 3 mm) was made for the EPID and

MatriXX dose planes versus the calculated dose planes with

OmniPro ImRT (IBA Dosimetry).

Figure 1. Acquired CT images of the Varian aS1000

EPID.

Results

For plans verified with EPID, Gamma index pass rate were

98.6% and 96.5% for prostate (Table 1) and head and neck

case, respectively. Dose differences (EPID vs planned)

were -0.7% and -0.4%.

For MatriXX measurements, the results are very similar:

gamma pass rate of 97.2% for prostate and 97.9% for head

and neck, and dose differences (MatriXX vs planned) of -

1.4% and -0.8%, respectively.

Field

Gamma

(3 %, 3

mm)EPID

Dose

diff EPID

(%)

Gamma (3 %,

3

mm)MatriXX

Dose

diffMatriXX

(%)

1

98.5%

-2.0

2

98.6%

-1.0

96.5%

-1.6

3

98.9%

-0.5

98.1%

-1.1

4

98.6%

-0.6

96.0%

-1.5

5

99.0%

-0.3

96.5%

-1.1

6

98.7%

-0.1

99.0%

-1.5

7

98.0%

-0.6

97.3%

-1.2

Average

98.6%

-0.7

97.2%

-1.4

Table 1. Gamma index and dose difference results for

prostate treatment.

Conclusion

The obtained results show the validity of the method

presented here. This method can be easily implemented

into clinic, as no additional modeling of the clinical beam

is necessary. The main advantage of this method is that

portal dose prediction is calculated with the same

algorithm and energy beam model used for patient

treatment planning dose distribution calculations.

EP-1497 Dosimetric effect of the Elekta Fraxion cranial

immobilization system and dose calculation accuracy

C. Ferrer

1

, C. Huertas

1

, R. Plaza

1

, A. Serrada

1

1

Hospital universitaria La Paz, Radiofísica y

Radioprotección, Madrid, Spain

Purpose or Objective

Devices external to the patient may cause an increase in

the skin dose, as well as modify the dose distribution and

hence the tumor dose. This study describes the effect on

this parameters caused by the Elekta Fraxion cranial

immobilization system. The effect of the inclusion of

Fraxion in ElektaMonaco treatment planning system (v.

5.00.00) was also checked.

Material and Methods

To study the dose attenuation a cylindrical phantom was

placed over the Elekta Fraxion with a CC13 Scanditronix-

Wellhofer ionization chamber located in the central insert

at the linac isocenter. Dose measurements were

performed for two open fields, 10x10 cm and other smaller

5x5 cm, as Fraxion is used mainly for radiosurgery

treatments. The gantry angles were the ones which cross

Fraxion (135º - 225º, 5º-10º increment, IEC gantry angles).

Calculated and measured doses are the average doses of

symmetrical angles from 180º. Reference dose without

Fraxion was the average dose at 0º, 90º, and 270º. 100 MU

were delivered at each angle. All measured doses were

compared with the ones calculated with Monaco.

To measure the skin dose and the dose distribution in the

Build-up region, several radiochromic Films EBT3 were

placed at linac CAX between the slabs of a RW3 phantom

placed over Fraxion (SSD= 90 cm) and read using FilmQA

Pro software. Films were situated at the surface, 0.5 cm,

1.5cm depth and the linac isocenter. 200 MU were

delivered for 10x10 and 5x5 open field sizes and 0º gantry

angle. Once irradiated and removed, another set of films

were placed under the phantom, in contact with Fraxion,

and at 0.5 cm and 1.5 cm from Fraxion, as well as at the

linac isocenter. Additional films were located 1 cm away

from CAX as in this section Fraxion is wider. Same field

sizes and MU at 180º were employed.

Results

Table 1 shows the comparison between measured and

calculated transmitted dose with and without Fraxion in

the calculation. Measurements show a 1% attenuation for

180º gantry angle as stated on the Fraxion manual, but this

attenuation can be as high as 5 % (5x5 open field) or 6 %

(10x10 open field) for 150º gantry angle, as with this

angle, the beam traverses the thickest part of the Fraxion.

If Fraxion is not included in the calculation, Monaco

calculation can result in a 7 % difference between

measured and calculated doses, while with Fraxion in the

calculation, the maximum difference is 1.5% (10x10,

150º).

Table 2 shows the evaluated skin dose increment caused

by Fraxion, and compares calculated and scanned values.

Fraxion increases 3.8 times the surface dose, and by 17%

at 0.5 cm depth, which can be calculated by Monaco with

a difference lower than 1% if Fraxion is included in the