The susceptibility of IMRT dose distributions to intrafraction organ motion: An investigation into smoothing filters derived from four dimensional computed tomography data
- 20 July 2006
- journal article
- radiation therapy-physics
- Published by Wiley in Medical Physics
- Vol. 33 (8) , 2809-2818
- https://doi.org/10.1118/1.2219329
Abstract
This study investigated the sensitivity of static planning of intensity‐modulated beams (IMBs) to intrafraction deformable organ motion and assessed whether smoothing of the IMBs at the treatment‐planning stage can reduce this sensitivity. The study was performed with a 4D computed tomography (CT) data set for an IMRT treatment of a patient with liver cancer. Fluence profiles obtained from inverse‐planning calculations on a standard reference CT scan were redelivered on a CT scan from the 4D data set at a different part of the breathing cycle. The use of a nonrigid registration model on the 4D data set additionally enabled detailed analysis of the overall intrafraction motion effects on the IMRT delivery during free breathing. Smoothing filters were then applied to the beam profiles within the optimization process to investigate whether this could reduce the sensitivity of IMBs to intrafraction organ motion. In addition, optimal fluence profiles from calculations on each individual phase of the breathing cycle were averaged to mimic the convolution of a static dose distribution with a motion probability kernel and assess its usefulness. Results from nonrigid registrations of the CT scan data showed a maximum liver motion of in superior‐inferior direction for this patient. Dose‐volume histogram (DVH) comparison indicated a systematic shift when planning treatment on a motion‐frozen, standard CT scan but delivering over a full breathing cycle. The ratio of the dose to 50% of the normal liver to 50% of the planning target volume (PTV) changed up to 28% between different phases. Smoothing beam profiles with a median‐window filter did not overcome the substantial shift in dose due to a difference in breathing phase between planning and delivery of treatment. Averaging of optimal beam profiles at different phases of the breathing cycle mainly resulted in an increase in dose to the organs at risk (OAR) and did not seem beneficial to compensate for organ motion compared with using a large margin. Additionally, the results emphasized the need for 4D CT scans when aiming to reduce the internal margin (IM). Using only a single planning scan introduces a systematic shift in the dose distribution during delivery. Smoothing beam profiles either based on a single scan or over the different breathing phases was not beneficial for reducing this shift.Keywords
Funding Information
- The Cancer Research UK (CR-UK) (SP 2312/0201)
This publication has 28 references indexed in Scilit:
- A fluence convolution method to account for respiratory motion in three‐dimensional dose calculations of the liver: A Monte Carlo studyMedical Physics, 2003
- Comparison of the efficacy of intensity modulated radiotherapy delivered by competing technologiesMedical Physics, 2003
- Radiation-induced liver disease after three-dimensional conformal radiotherapy for patients with hepatocellular carcinoma: dosimetric analysis and implicationInternational Journal of Radiation Oncology*Biology*Physics, 2002
- Smoothing intensity-modulated beam profiles to improve the efficiency of deliveryMedical Physics, 2001
- Nonrigid RegistrationPublished by Taylor & Francis ,2001
- Inverse planning incorporating organ motionMedical Physics, 2000
- A method for incorporating organ motion due to breathing into 3D dose calculationsMedical Physics, 1999
- Nonrigid registration using free-form deformations: application to breast MR imagesIEEE Transactions on Medical Imaging, 1999
- American Association of Physicists in Medicine Radiation Therapy Committee Task Group 53: Quality assurance for clinical radiotherapy treatment planningMedical Physics, 1998
- Ultrasound quantitation of respiratory organ motion in the upper abdomenThe British Journal of Radiology, 1994