A mathematical formulation for volume expansions in contouring for radiotherapy planning

体积热力学 轮廓 半径 功能(生物学) 航程(航空) 数学 数学分析 物理 计算机科学 热力学 计算机图形学(图像) 计算机安全 材料科学 进化生物学 生物 复合材料
作者
Anusheel Munshi,Biplab Sarkar,Sayan Paul,Bhavini Chaudhari,Rohit Singh Chauhan,T Ganesh,Bidhu Kalyan Mohanti
出处
期刊:Journal of Cancer Research and Therapeutics [BioMed Central]
卷期号:17 (4): 1125-1125
标识
DOI:10.4103/jcrt.jcrt_614_19
摘要

This research describe the characteristic volume expansion of a moving target as a function of differential margins.We aimed to ascertain the volume change after giving margin for clinical and set up uncertainties including generating internal target volume (ITV) for moving target.Settings and Design - Spheres of diameter (0.5-10 cm) with differential expansion of 1-15 mm were generated using a mathematical formula. Moving targets of radius 1-5 cm were generated, and the resultant volume envelopes with incremental motion from 1 to 20 mm were obtained. All relative volume change results were fitted with mathematical functions to obtain a generalized mathematical formula.None.The percentage increase in volume (%ΔVp) was much more pronounced for smaller radius target. For moving target with relatively smaller radius, %ΔVp is predominant over the absolute volume change and vice versa in case of larger radius. Mathematical formulae were obtained for %ΔVp as a function of radius and expansion and for %ΔVp in ITV volume as a function of radius and tumor movement.This study provides an idea of volume change for various expansions for various size targets and/or moving target for different range of movements. It establishes a correlation of these volume changes with the changing target size and range of movements. Finally, a clinically useful mathematical formulation on volume expansion has been developed for rapid understanding of the consequence of volume expansion.

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