|
|
IMRT Plan Optimization Based on Hybrid Criteria |
Guo Caiping1, 2, 3 Shu Huazhong4* Gui Zhiguo1, 2 Zhang Liyuan1, 2 |
1National Key Laboratory for Electronic Measurement Technology, North University of China, Taiyuan 030051, China 2Key Laboratory of Instrument Science & Dynamic Measurement Technology, North University of China, Taiyuan 030051, China 3Electronic Engineering Department, Taiyuan Institute of Technology, Taiyuan 030008, China 4Laboratory of Image Science and Technology, Southeast University, Nanjing 210096, China |
|
|
Abstract In optimization methods of conformal intensity modulated radiation therapy, the performance of biological optimization based on generalized equivalent uniform dose (gEUD) still requires improvement to control the target dose coverage precisely, while physical optimization based on dose volume does not reflect the nonlinear response of tissue to dose. Hence, a hybrid criteria optimization method integrating the biological criteria (generalized equivalent uniform dose: gEUD) and physical criteria (minimum dose, mean dose) was proposed in this paper. The new algorithm,taking full advantages of these two kinds of criteria, gave consideration to both the dose coverage of the target area and the protection of the organ.Its feasibility was tested on ten prostate cases through evaluation and comparison from the perspective of dosimetry and biology. Compared with physical criteria optimization, the hybrid criteria optimization reduced dose to the organs at risk on the premise that dose coverage characteristics of target were similar, and at the significance level of 0.05, the mean dose for rectum, V50 and V60 of rectum, the mean dose for bladder, V65,V70,V75,NTCP and gEUD of bladder were significantly different (P<0.05). Moreover, compared with gEUD based biological optimization, on the one hand the target dose coverage characteristics have been greatly improved with dose statistics, and the biological indicators were significantly different (P<0.05); on the other hand, organs at risk got better protection with significant difference (P<0.05) in rectal average dose, V50, V60, V75, NTCP and gEUD as well as in bladder V75 and gEUD. In conclusion, gEUD-based hybrid criteria optimization could reduce the dose to OAR that may be helpful to further improve the dose coverage of PTV and to increase the gain ratio of radio therapy while guarantying the dose to PTV.
|
Received: 20 January 2016
|
|
|
|
|
[1] Webb S. Intensity-modulated radiation therapy [M]. Boca Raton: CRC Press, 2001. [2] 王东东,周正东,宋威,等.重叠体积直方图描述子的计算方法和其在鼻咽癌IMRT计划检索中的应用[J].中国生物医学工程学报,2014, 33(3): 373-378. [3] 杨瑞杰,戴健荣,胡逸民.放疗的生物学评估与优化[J].中华放射肿瘤学杂志,2006, 5(15): 172-175. [4] Wu Qiuwen, Mohan R, Niemierko A, et al. Optimization of intensity-modulated radiotherapy plans based on the equivalent uniform dose [J]. Int J Radiat Oncol Biol Phys, 2002, 52(1): 224-235. [5] Dirscherl T, Alvarez-Moret J, Bogner L. Advantage of biological over physical optimization in prostate cancer [J]. Med Phys, 2011, 21(3): 228-235. [6] 朱琳, 周凌宏,王卓宇. 基于等效均匀剂量的目标函数在调强放疗计划优化中的应用[J]. 中华放射肿瘤学杂志, 2007, 16(5): 386-389. [7] 廖雄飞, Yang J,黎杰,等. 前列腺癌调强放疗计划等效均匀剂量法优化研究[J].中华放射肿瘤学杂志, 2013, 22(2), 143-146. [8] 张国前, 张书旭, 余辉,等. 等效均匀剂量优化法在肺癌调强放疗计划设计中的应用[J]. 广东医学, 2013, 34(18): 2808-2811. [9] Ahnesjo A. A pencil beam model for photon dose calculation [J], Med Phys, 1992, 19: 263-273. [10] Niemierko A. A generalized concept of equivalent uniform dose (EUD) (abstract) [J]. Med Phys, 1999, 26(6): 11110. [11] Choi B, Deasy JO. The generalized equivalent uniform dose function as a basis for intensity-modulated treatment planning. Phys Med Biol, 2002, 47:3579-3589. [12] Peeters ST, Hoogeman MS, Heemsbergen WD, et al. Rectal bleeding, fecal incontinence, and high stool frequency after conformal radiotherapy for prostate cancer: normal tissue complication probability modeling[J]. Int J Radiat Oncol Biol Phys, 2006, 66(1):11-19. [13] RaySearch Laboratories AB SS. Biological optimization using the equivalent uniform dose (EUD) in Pinnacle3[R]. 2003, RaySearch White Paper. [14] Dirscherl T, Alvarez-Moret J, Bogner L. Advantage of biological over physical optimization in prostate cancer[J]. Z Med Phys, 2011, 21: 228-235. [15] Wu Qiuwen, Mohan R. Algorithms and functionality of an intensity modulated radiotherapy optimization system [J]. Med Phys, 2000, 27: 701-711. [16] Marks LB, Yorke ED, Jackson A, et al. Use of normal tissue complication probability models in the clinic [J]. Int J Radiat Oncol Biol Phys, 2010, 76(S3): 10-19. [17] Liu DC and Nocedal J. On the limited memory BFGS method for large scale optimization [J]. Mathematical Programming, 1989, 45(3):503-528. [18] 梁旭,黄明,宁涛,等.现代智能优化混合算法及其应用[M].北京:电子工业出版社,2011:115-116. [19] 朱健.肿瘤调强放射治疗并发症预测模型[D].南京:东南大学,2012. [20] 张鹏程.精确放射治疗剂量计算及方案优化方法研究[D].南京:东南大学,2014. [21] Hartmann M, Bogner L. Investigation of intensity: modulated radiotherapy optimization with gEUD-based objectives by means of simulated annealing [J]. Med Phys, 2008, 35(5):2041-2049. [22] Das S. A role for biological optimization within the current treatment planning paradigm [J]. Med Phys, 2009, 36(10): 4672-4682. [23] Ben\|Josef E, Normolle D, Ensminger WD,et al. Phase II trial of high-dose conformal radiation therapy with concurrent hepatic artery floxuridine for unresectable intrahepatic malignancies [J]. J Clin Oncol, 2005, 23:8739-8347. [24] Dawson LA, Ten Haken RK, Lawrence TS. Partial irradiation of the liver [J]. Semin Radiat Oncol, 2001, 11:240-246. [25] Thieke C, Bortfeld T, Niemieko A, et al. From physical dose constraints to equivalent uniform dose constraints in inverse radiotherapy planning [J]. Med Phys, 2003, 30(9):2332-2339. |
|
|
|