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使用强度实体范式最小化静态强度调制传递时间。

Minimizing static intensity modulation delivery time using an intensity solid paradigm.

作者信息

Siochi R A

机构信息

Physics and Microwave Engineering, Siemens Medical Systems, Oncology Care Systems, Concord, CA 94520, USA.

出版信息

Int J Radiat Oncol Biol Phys. 1999 Feb 1;43(3):671-80. doi: 10.1016/s0360-3016(98)00430-1.

Abstract

PURPOSE

A leaf sequencing optimization algorithm that minimizes the delivery time for a static intensity modulated field is presented.

METHODS AND MATERIALS

Sets of segments are created by intensity map operations subject to leaf collision constraints and tongue and groove effects. Each set's delivery time is evaluated as a function of leaf travel, beam on time, and the verify and record (V&R) overhead. The configuration with the minimum delivery time is chosen. As a test, optimization was done on three clinical cases of varying complexity.

RESULTS

Assuming 10 x 10-cm fields with an average of 17 intensity levels, the optimization technique reduced delivery times by 27% and 45%, when compared to rod pushing and power of two extraction, respectively. The treatment time for the optimal case with a V&R overhead of 4 s would be 11.5 min for 9 coplanar ports. Tongue-and-groove underdosages are removed, and the worst case leakage is 2% of the peak dose.

CONCLUSION

Compared to previously reported leaf sequencing methods, the new optimization algorithm described here reduces treatment times for complex static intensity modulated fields. Additionally, leakage is minimal and no tongue-and-groove underdosage occurs.

摘要

目的

提出一种叶片排序优化算法,该算法可使静态调强射野的照射时间最短。

方法和材料

通过强度图操作创建线段集,同时考虑叶片碰撞约束以及舌槽效应。根据叶片行程、射束开启时间以及验证和记录(V&R)开销来评估每组的照射时间。选择照射时间最短的配置。作为测试,对三个不同复杂程度的临床病例进行了优化。

结果

假设为10×10 cm的射野,平均有17个强度级别,与棒推法和2的幂次方提取法相比,优化技术分别将照射时间减少了27%和45%。对于9个共面射野且V&R开销为4 s的最佳病例,治疗时间为11.5分钟。消除了舌槽剂量不足的情况,最坏情况下的泄漏为峰值剂量的2%。

结论

与先前报道的叶片排序方法相比,本文所述的新优化算法可减少复杂静态调强射野的治疗时间。此外,泄漏最小,且不会出现舌槽剂量不足的情况。

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