| Literature DB >> 33458277 |
Pietro Mancosu1, Luca Cozzi2, Ludvig Paul Muren3,4.
Abstract
Total Marrow Irradiation (TMI) has been introduced in the management of hematopoietic malignancies with the aim of reducing toxicities induced by total body irradiation. TMI is one of the most challenging planning and delivery techniques of radiotherapy, as the whole skeleton should be irradiated, while sparing nearby organs at risk (OARs). Target volumes of 7-10 k cm3 and healthy tissue volumes of 50-90 k cm3 should be considered and inverse treatment planning is needed. This review focused on aspects of TMI delivery using volumetric modulated arc therapy (VMAT). In particular, multiple arcs from isocenters with different positions are required for VMAT-TMI as the cranial-caudal lengths of patients are much larger than the jaw aperture. Therefore, many field junctions between arcs with different isocenters should be managed. This review covered, in particular, feasibility studies for managing multiple isocenters, optimization of plan parameters, plan optimization of the lower extremities, robustness of field junctions and dosimetric plan verification of VMAT-TMI. This review demonstrated the possibility of VMAT in delivering TMI with multi-arcs and multi-isocenters. Care should be paid in the patient repositioning, with particular attention to the cranial-caudal direction.Entities:
Keywords: Plan optimization; Radiotherapy; Total Marrow Irradiation (TMI); Volumetric modulated arc therapy (VMAT)
Year: 2019 PMID: 33458277 PMCID: PMC7807866 DOI: 10.1016/j.phro.2019.08.001
Source DB: PubMed Journal: Phys Imaging Radiat Oncol ISSN: 2405-6316
Reported toxicities larged than Grade 2 after TBI.
| Organ | Toxicity | Dose | Reference |
|---|---|---|---|
| Lungs | G4 in 9/101 pts | 3 × 3.33 Gy/fr; MLD > 9.5 Gy | Volpi |
| Eyes | Cataracts G3 in 18% (495pts) | 1 × 6.0–11.8 Gy | Van Kempen-Harteveldeye |
| Heart | G3-G4: 0.9% | Not Reported | Murdych |
| Kidney | >G1 in 49%(71 pts) | Tot: 12–13.5 Gy | Miralbell |
Fig. 1Realistic DVH for TBI (left) and TMI (right) treatment (Modified from [12]).
Studies included in this review.
| Ref | Authors | Patients | TPS | Dose | normaliz | # arcs | # iso | Aim |
|---|---|---|---|---|---|---|---|---|
| Fogliata 2011 | 5 | Eclipse 10 | 2 Gy*6 | V100%>85% | 8 | 4 | To propose VMAT for TMI | |
| Aydogan 2011 | 6 | Eclipse 8.9 | 1.5 Gy*8 | V100%>95% | 9 (3plans) | ? | To propose VMAT for TMI | |
| Han 2012 | 4 | Eclipse 8.6 vs Tomotherapy | 1.5 Gy*8 | V100%>85% | 8 | ? | To compare VMAT to helical tomotherapy in TMI optimization | |
| Mancosu 2012 | 5 | Eclipse 10 | 2 Gy*6 | V100%>85% | 8 | 4 | To optimize the isocenters and jaws apertures to improve the dose distribution for VMAT-TMI | |
| Surucu 2011 | 1 phant | Eclipse 8.9 | 1.5 Gy*8 | V100%>95% | 9 (3plans) | ? | To perform in vivo measurement on phantom by TLD and Mapcheck for VMAT-TMI phantom | |
| Liang 2013 | 1 phant | Eclipse 8.9 | 2 Gy*6 | V90%>100 | 6/9 (3plans) | ? | To perform pre treatment QA by 2D and 3D approaches for VMAT-TMI phantom | |
| Mancosu 2013 | 4 | Eclipse 11 | 2 Gy*6 (TMI) | V100%>85% (TMI) | 10 | 5/6 | To study the VMAT-TMI isocenter robustness by isocenter shifts | |
| Mancosu 2015 | 21 | Eclipse 11 | 2 Gy*6 (TMI) | V100%>85% (TMI) | 10 | 5/6 | To study the VMAT-TMI lower extremities with field junction robustness evaluation | |
| Mancosu 2015 | 3 | Eclipse 11 | 2 Gy*1 (TMLI) | V98%>98% | 10 | 5/6 | To perform in vivo dosimetry of VMAT-TMI by GafChromics | |
| Nalichowski 2016 | 1 | Eclipse 8.9 vs VOLO (Tomo) | 2 Gy*6 | V100%>95% | 6/9 (3plans) | ? | To compare VMAT to helical tomotherapy in TMI optimization | |
| Cherpak 2018 | 10 | Eclipse 11 | 2 Gy*6 | V90%>99% | 10 | 5/6 | To compare 6MV vs 10MV in VMAT-TMI plan optimization in fat patients (BMI > 30 kg/m2) | |
| Symons 2018 | 5 | Pinnacle 9.10 | 2 Gy*6 | V100>90% and V95%>95% | 9 (3plans) | 9 | To propose VMAT for TMI using Pnnacle |
Fig. 2Representation of arcs and isocenters positions for a TMI with VMAT (from Aydogan et al. [22]).
Fig. 3Specific BEV for the two-optimization strategies. In the “Symmetric” approach, two conflicting objectives could occur, as full dose to the two edges of the BEV and a sparing of the central part are required. As MLC moves along the CC direction, a suboptimal plan would occur. In the “Anatomy driven” optimization the conflict is resolved by closing the jaws in the caudal direction.
Fig. 4Dose distributions of the “Body plan”, the “Legs plan”, and the resulting plan sum for a representative coronal view (from [28]). The dosimetric profile along the “Body/Legs” junction showed a sigmoid shape between 0% and 100% for the “Legs Plan” and an almost constant value for the sum of “Body plan” and “Legs plan”.
Fig. 5(a-b): Dose distribution (range 50%–90%) calculated by the TPS for the two phantom plans (a) without overlap and (b) with overlap of 2 cm. (c-d): GAI(5%,5mm) maps related to the two optimizations showing the necessity of an overlapping region of, at least, 2 cm between arcs with different isocenters.
GAI(3/5 mm, 3/5%), obtained in the phantom study (partially included in [28]).
| GAI | 5 mm 5% [%] | 3 mm 5% [%] | 5 mm 3% [%] | 3 mm 3% [%] |
|---|---|---|---|---|
| 2 cm overlap | 99.4 | 95.6 | 87.1 | 75.2 |
| No overlap | 86.4 | 82.1 | 75.0 | 66.7 |