Litoborska Joanna, Piotrowski Tomasz, Malicki Julian
Department of Medical Physics, Greater Poland Cancer Centre, Poznań, Poland.
Department of Medical Physics, Greater Poland Cancer Centre, Poznań, Poland; Department of Electroradiology, Poznań University of Medical Sciences, Poznań, Poland.
Phys Med. 2020 Jul;75:26-32. doi: 10.1016/j.ejmp.2020.05.018. Epub 2020 May 29.
Evaluation of different planning methods of treatment plan preparation for volumetric modulated arc therapy during total marrow irradiation (VMAT-TMI).
Three different planning methods were evaluated to establish the most appropriate VMAT-TMI technique, based on organ at risk (OAR) dose reduction, conformity and plan simplicity. The methods were: (M) the sub-plan method, (M) use of eight arcs optimised simultaneously and (M) M with monitor unit reduction. Friedman ANOVA comparison, with Nemenyi's procedures, was used in the statistical analysis of the results.
The dosimetric results obtained for the planning target volume and for most OARs do not differ statistically between methods. The M method was characterized by the lowest numbers of monitor units (3259 MU vs. 4450 MU for M and 4216 MU for M) and, in general, the lowest complexity. The variability of the monitor units from control points was almost half for M than M and M (i.e. 0.33 MU vs. 0.61 MU for M and 0.58 for M). Analysing the relationship between the dose distributions obtained for the plans and their complexity, the best result was observed for the M method.
The use of eight simultaneously optimised arcs with MU reduction allows to obtain VMAT-TMI plans that are characterized by the lowest complexity, with dose distributions comparable to the plans generated by other methods.
评估全骨髓照射容积调强弧形治疗(VMAT-TMI)中治疗计划制定的不同规划方法。
基于危及器官(OAR)剂量降低、适形性和计划简易性,评估三种不同的规划方法以确定最合适的VMAT-TMI技术。这些方法分别是:(M)子计划法、(M)同时优化八个弧形以及(M)减少监测单位的M法。结果的统计分析采用Friedman方差分析及Nemenyi程序。
各方法在计划靶区体积和大多数OAR所获得的剂量学结果在统计学上无差异。M法的特点是监测单位数量最少(分别为3259 MU,M法为4450 MU,M法为4216 MU),且总体复杂性最低。M法控制点监测单位的变异性几乎是M法和M法的一半(即M法为0.33 MU,M法为0.61 MU,M法为0.58 MU)。分析各计划获得的剂量分布与其复杂性之间的关系,M法的结果最佳。
使用同时优化的八个弧形并减少MU可获得复杂性最低的VMAT-TMI计划,其剂量分布与其他方法生成的计划相当。