期刊文献+

用于逆向计划设计的整合优化方法 被引量:1

Integrated optimization method to design inverse planning
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摘要 针对调强放射治疗逆向计划设计中两步法优化算法在临床需求和硬件需求之间不能很好协调的问题,提出了一种新的整合优化方法.在强度图优化中,将传统的在目标函数添加平滑项改为在约束中添加总机器跳数约束项;另外在两个优化过程中加入反馈过程,依次求取各射野的子野序列.与目前已有的基于全变差平滑的算法在临床测试病例上进行了对比实验,结果表明,当总机器跳数和总子野个数分别为50和30时,新方法的目标值(43.195 2)远低于基于全变差平滑算法的目标值(72.154 7). A new integrated optimization method was proposed to solve the problem that the hardware requirements and the clinical needs are not well coordinated for the two steps optimization in intensity modulated radiation therapy (IMRT) inverse planning. First, the total monitor unit constraints are added directly into the fluence map optimization rather than being added into the smoothing objective function. Second, a feedback process is added into these two step method to get the segmentation of each beam, which is carried out alternately with the fluence map optimization. The new method and the existing smoothing strategy based on total variance were both tested on clinical test case. The re sults show that the new objective value of the new method(43. 195 2) is much lower than that of hte total variance smoothing method (72. 154 7) while the total number of moniter units and the total number of segments are 50 and 30 respectively.
出处 《华中科技大学学报(自然科学版)》 EI CAS CSCD 北大核心 2010年第1期5-8,共4页 Journal of Huazhong University of Science and Technology(Natural Science Edition)
基金 国家高技术研究发展计划资助项目(2006AA02Z347) 广东省教育部产学研结合资助项目(2006D90304024)
关键词 计算机辅助设计 逆向问题 计划设计 二次规划 约束优化 computer-aided design inverse problems planning design quadratic programming constrained optimization
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参考文献16

  • 1Bortfeld T. IMRT: a review and preview[J]. Physics in Medicine and Biology, 2006, 51(13).. 363-379.
  • 2Hatano K, Araki H, Sakai M, et al. Current status of intensity-modulated radiation therapy (IMRT) [J]. International Journal of Clinical Oncology, 2007, 12 (6) : 408-415.
  • 3段正澄,黄禹.全身伽玛刀及其适形调强治疗[J].华中科技大学学报(自然科学版),2007,35(2):107-109. 被引量:3
  • 4黄禹,段正澄,朱国力,龚时华.IMRT治疗计划的多目标优化问题[J].华中科技大学学报(自然科学版),2007,35(3):83-85. 被引量:1
  • 5Yu C X, Amies C J, Svatos M. Planning and delivery of intensity-modulated radiation therapy[J]. Medical Physics, 2008, 25(12):5 233-5 241.
  • 6Censor Y, Ben-Israel A, Xiao Y, et al. On linear infeasibility arising in intensity-modulated radiation therapy inverse planning[J]. Linear Algebra and Its Applications, 2008, 428(5-6): 1 406-1 420.
  • 7Wu Q, Mohan R. Multiple local minima in IMRT optimization based on dose-volume criteria[J]. Medical Physics, 2002, 29(7): 1 514-1 527.
  • 8Yang Y, Xing L. Inverse treatment planning with adaptively evolving voxel-dependent penalty scheme[J]. Medical Physics, 2004, 31(10): 2 839-2 844.
  • 9Breedveld S, Storchi P R M, Keijzer M, et al. Fast,multiple optimizations of quadratic dose objective functions in IMRT[J]. Physics in Medicine and Biology, 2006, 51(14): 3 569-3 579.
  • 10Baatar D, Hamacher H W, Ehrgott M, et al. Decomposition of integer matrices and multileaf collimator sequencing[J].Discrete Applied Mathematics, 2005, 152(1-3): 6-34.

二级参考文献9

  • 1Wu A,Linder G.Kalend A,et al.Physics of gamma knife approach on convergent beams in stereotactic radiosurgery[J].Int J Radiat Oncol Biol Phys,1990,18:941-949.
  • 2Wu A.Physics and dosimetry of gamma knife[J].Neurosurg Clin North Am,1992,3:35-50.
  • 3Maitz A H,Wu A.Treatment planning of sterotactic convergent gamma-ray irradiation using Co60 sources[J].Medical Dosimetry,1998,23(3):169-175.
  • 4Maitz A,Wu A,Lunsford L D,et al.Quality assurance for gamma knife stereotactic radiosurgery[J].Int J Radiat Oncol Biol Phys,1995,32:1 465-1 471.
  • 5Holland J H.Genetic algorithm[J].Am Sci,1992,267:66-72.
  • 6Ferris M C,Lim Jinho,Shepard D M.An optimization approach for radio surgery treatment planning[J].SIAM Journal on Optimization,2001,13(3):921-937.
  • 7Rogers D W O,Bielajew A F,Ding G X,et al.BEAM:a Monte Carlo code to simulate radiotherapy treatment units[J].Med Phys,1995,22:503-524.
  • 8Berger M J.Monte Carlo calculation of the penetration and diffusion of fast charged particles[J].Method in Comput Phys,1963,2l:135-215.
  • 9吴新根,吕维雪,罗立民.分阶段多准则立体定向放射治疗计划研究[J].中国医疗器械杂志,1998,22(6):319-323. 被引量:3

共引文献2

同被引文献13

  • 1Wu Q, Mohan R, Niemierko A, et al. Optimization of intensity-modulated radiotherapy plans based on the e- quivalent uniform dose[J]. Int J Radiat Oncol Biol Phys, 2002, 52(1): 224-235.
  • 2Stavrev P, Hristov D, Warkentin B, et al. Inverse treatment planning by physically constrained minimi- zation of a biological objective function[J]. Med Phys, 2003, 30(11): 2948 2958.
  • 3Li A X, Alber M, Deasy J O, et al. The use and QA of biologically related models for treatment planning: short report of the TG-166 of the therapy physics com- mittee of the AAPM[J]. Med Phys, 2012, 39(3): 1386-1409.
  • 4Dirscherl T, Alvarez-Moret J, Bogner L. Advantage of biological over physical optimization in prostate cancer[J]. Z Med Phys, 2011, 21(3): 228-235.
  • 5Diot Q, Kavanagh B, Timmerman R, et al. Biologi- cal-based optimization and volumetric modulated arc therapy delivery for stereotactic body radiation therapy [J]. Med Phys, 2012, 39(1), 237-245.
  • 6Langer M, et al. Comparison of mixed integer pro- gramming and fast simulated annealing for optimizing beam weights in radiation therapy[J]. Med. Phys. , 1996, 23: 957-964.
  • 7Daly-Schveitzer N, Juliron M, Gan Tao Y, et al.. Intensity-modulated radiation therapy (IMRT): To- ward a new standard for radiation therapy of head and neck cancer[J]. European Annals of Otorhino- laryngology, Head and Neck Diseases, 2011, 128 (5) : 241-247.
  • 8Kondoh T, Kashima H, Yang J F, et al. Dynamic optical modulation of an electron beam on a photo- cathode RF gun: Toward intensity modulated radia- tion therapy (IMRT) [J]. Radiation Physics and Chemistry, 2008, 77(10) : 1142 1147.
  • 9Niemierko A. A generalized concept of equivalent u- niform dose (EUD) (abstract)[J]. Med Phys, 1999, 26(6): 1110.
  • 10Withers H R, McBride W H. Biologic basis of radia- tion therapy [M]. Philadelphia: Lippincott-Raven, 1998.

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