» Articles » PMID: 27929495

Investigation of Dosimetric Differences Between the TMR 10 and Convolution Algorithm for Gamma Knife Stereotactic Radiosurgery

Overview
Date 2016 Dec 9
PMID 27929495
Citations 7
Authors
Affiliations
Soon will be listed here.
Abstract

Since its inception, doses applied using Gamma Knife Radiosurgery (GKR) have been calculated using a simple TMR algorithm, which assumes the patient's head is of even density, the same as water. This results in a significant approximation of the dose delivered by the Gamma Knife. We investigated how GKR dose cal-culations varied when using a new convolution algorithm clinically available for GKR planning that takes into account density variations in the head compared with the established calculation algorithm. Fifty-five patients undergoing GKR and harboring 85 lesions were voluntarily and prospectively enrolled into the study. Their clinical treatment plans were created and delivered using TMR 10, but were then recalculated using the density correction algorithm. Dosimetric differences between the planning algorithms were noted. Beam on time (BOT), which is directly proportional to dose, was the main value investigated. Changes of mean and maximum dose to organs at risk (OAR) were also assessed. Phantom studies were performed to investigate the effect of frame and pin materials on dose calculation using the convolution algorithm. Convolution yielded a mean increase in BOT of 7.4% (3.6%-11.6%). However, approximately 1.5% of this amount was due to the head contour being derived from the CT scans, as opposed to measurements using the Skull Scaling Instrument with TMR. Dose to the cochlea calculated with the convolution algorithm was approximately 7% lower than with the TMR 10 algorithm. No significant difference in relative dose distribution was noted and CT artifact typically caused by the stereotactic frame, glue embolization material or different fixation pin materials did not systematically affect convolu-tion isodoses. Nonetheless, substantial error was introduced to the convolution calculation in one target located exactly in the area of major CT artifact caused by a fixation pin. Inhomogeneity correction using the convolution algorithm results in a considerable, but consistent, dose shift compared to the TMR 10 algorithm traditionally used for GKR. A reduction of the prescription dose may be neces-sary to obtain the same clinical effect with the convolution algorithm. Head shape definition using CT outlining can reduce treatment uncertainty from head shape approximations.

Citing Articles

Adaptation of dose-prescription for vestibular schwannoma radiosurgery taking body contouring method and heterogeneous material into account.

Fager M, Gubanski M, Carlsson Tedgren A, Benmakhlouf H Acta Oncol. 2025; 64:319-325.

PMID: 40008908 PMC: 11884334. DOI: 10.2340/1651-226X.2025.41924.


A practical strategy for incorporating the convolution algorithm in Leksell GammaPlan for routine treatment planning.

Watanabe Y, Mathew D, Natanasabapathi G J Radiosurg SBRT. 2023; 8(4):297-303.

PMID: 37416335 PMC: 10322173.


Dosimetric accuracy of the Convolution algorithm for Leksell Gamma Plan radiosurgery treatment planning: Evaluation in the presence of clinically relevant inhomogeneities.

Pantelis E, Logothetis A, Zoros E, Pappas E, Papagiannis P, Paddick I J Appl Clin Med Phys. 2023; 24(5):e13903.

PMID: 36655619 PMC: 10161100. DOI: 10.1002/acm2.13903.


Impact of tissue heterogeneity correction on Gamma Knife stereotactic radiosurgery of acoustic neuromas.

Peters G, Tien C, Chiang V, Yu J, Hansen J, Aneja S J Radiosurg SBRT. 2021; 7(3):207-212.

PMID: 33898084 PMC: 8055239.


Validation of PTV margin for Gamma Knife Icon frameless treatment using a PseudoPatient® Prime anthropomorphic phantom.

Han E, Diagaradjane P, Luo D, Ding Y, Kalaitzakis G, Zoros E J Appl Clin Med Phys. 2020; 21(9):278-285.

PMID: 32786141 PMC: 7497928. DOI: 10.1002/acm2.12997.


References
1.
Mack A, Weltz D, Scheib S, Wowra B, Bottcher H, Seifert V . Development of a 3-D convolution/superposition algorithm for precise dose calculation in the skull. Australas Phys Eng Sci Med. 2006; 29(1):1-12. DOI: 10.1007/BF03178822. View

2.
Lu W, Olivera G, Chen M, Reckwerdt P, Mackie T . Accurate convolution/superposition for multi-resolution dose calculation using cumulative tabulated kernels. Phys Med Biol. 2005; 50(4):655-80. DOI: 10.1088/0031-9155/50/4/007. View

3.
Sempau J, Sanchez-Reyes A, Salvat F, ben Tahar H, Jiang S, Fernandez-Varea J . Monte Carlo simulation of electron beams from an accelerator head using PENELOPE. Phys Med Biol. 2001; 46(4):1163-86. DOI: 10.1088/0031-9155/46/4/318. View

4.
Lippitz B, Lindquist C, Paddick I, Peterson D, ONeill K, Beaney R . Stereotactic radiosurgery in the treatment of brain metastases: the current evidence. Cancer Treat Rev. 2013; 40(1):48-59. DOI: 10.1016/j.ctrv.2013.05.002. View

5.
Xu A, Bhatnagar J, Bednarz G, Niranjan A, Kondziolka D, Flickinger J . Gamma Knife radiosurgery with CT image-based dose calculation. J Appl Clin Med Phys. 2015; 16(6):119–129. PMC: 5691031. DOI: 10.1120/jacmp.v16i6.5530. View