Acceleration of high resolution temperature based optimization for hyperthermia treatment planning using element grouping

被引:4
作者
Kok, H. P. [1 ]
de Greef, M. [1 ]
Bel, A. [1 ]
Crezee, J. [1 ]
机构
[1] Univ Amsterdam, Acad Med Ctr, Dept Radiat Oncol, NL-1105 AZ Amsterdam, Netherlands
关键词
eigenvalues and eigenfunctions; hyperthermia; medical computing; microwave heating; optimisation; radiation therapy; tumours; PHASED-ARRAY HYPERTHERMIA; REGIONAL HYPERTHERMIA; RADIOFREQUENCY HYPERTHERMIA; SYSTEM; TUMORS; TRIAL; RADIOTHERAPY; CARCINOMA;
D O I
10.1118/1.3168973
中图分类号
R8 [特种医学]; R445 [影像诊断学];
学科分类号
1002 ; 100207 ; 1009 ;
摘要
In regional hyperthermia, optimization is useful to obtain adequate applicator settings. A speed-up of the previously published method for high resolution temperature based optimization is proposed. Element grouping as described in literature uses selected voxel sets instead of single voxels to reduce computation time. Elements which achieve their maximum heating potential for approximately the same phase/amplitude setting are grouped. To form groups, eigenvalues and eigenvectors of precomputed temperature matrices are used. At high resolution temperature matrices are unknown and temperatures are estimated using low resolution (1 cm) computations and the high resolution (2 mm) temperature distribution computed for low resolution optimized settings using zooming. This technique can be applied to estimate an upper bound for high resolution eigenvalues. The heating potential of elements was estimated using these upper bounds. Correlations between elements were estimated with low resolution eigenvalues and eigenvectors, since high resolution eigenvectors remain unknown. Four different grouping criteria were applied. Constraints were set to the average group temperatures. Element grouping was applied for five patients and optimal settings for the AMC-8 system were determined. Without element grouping the average computation times for five and ten runs were 7.1 and 14.4 h, respectively. Strict grouping criteria were necessary to prevent an unacceptable exceeding of the normal tissue constraints (up to similar to 2 degrees C), caused by constraining average instead of maximum temperatures. When strict criteria were applied, speed-up factors of 1.8-2.1 and 2.6-3.5 were achieved for five and ten runs, respectively, depending on the grouping criteria. When many runs are performed, the speed-up factor will converge to 4.3-8.5, which is the average reduction factor of the constraints and depends on the grouping criteria. Tumor temperatures were comparable. Maximum exceeding of the constraint in a hot spot was 0.24-0.34 degrees C; average maximum exceeding over all five patients was 0.09-0.21 degrees C, which is acceptable. High resolution temperature based optimization using element grouping can achieve a speed-up factor of 4-8, without large deviations from the conventional method.
引用
收藏
页码:3795 / 3805
页数:11
相关论文
共 31 条
[1]  
[Anonymous], 1997, USERS GUIDE CFSQP VE
[2]   SAR OPTIMIZATION IN A PHASED-ARRAY RADIOFREQUENCY HYPERTHERMIA SYSTEM [J].
BARDATI, F ;
BORRANI, A ;
GERARDINO, A ;
LOVISOLO, GA .
IEEE TRANSACTIONS ON BIOMEDICAL ENGINEERING, 1995, 42 (12) :1201-1207
[3]   Fast temperature optimization of multi-source hyperthermia applicators with reduced-order modeling of 'virtual sources' [J].
Cheng, Kung-Shan ;
Stakhursky, Vadim ;
Craciunescu, Oana I. ;
Stauffer, Paul ;
Dewhirst, Mark ;
Das, Shiva K. .
PHYSICS IN MEDICINE AND BIOLOGY, 2008, 53 (06) :1619-1635
[4]  
CREZEE J, 2005, ESHO 05, P14
[5]   Computational techniques for fast hyperthermia temperature optimization [J].
Das, SK ;
Clegg, ST ;
Samulski, TV .
MEDICAL PHYSICS, 1999, 26 (02) :319-328
[6]   A 3-D SAR model for current source interstitial hyperthermia [J].
deBree, J ;
VanderKoijk, JF ;
Lagendijk, JJW .
IEEE TRANSACTIONS ON BIOMEDICAL ENGINEERING, 1996, 43 (10) :1038-1045
[7]   DESIGN OF A CLINICAL DEEP-BODY HYPERTHERMIA SYSTEM BASED ON THE COAXIAL TEM APPLICATOR [J].
DELEEUW, AAC ;
LAGENDIJK, JJW .
INTERNATIONAL JOURNAL OF HYPERTHERMIA, 1987, 3 (05) :413-421
[8]  
DEWHIRST MW, 1984, CANCER RES, V44, P43
[9]  
*ESHO TASKGR COMM, 1992, TREATM PLANN MID HYP
[10]   The dielectric properties of biological tissues .1. Literature survey [J].
Gabriel, C ;
Gabriel, S ;
Corthout, E .
PHYSICS IN MEDICINE AND BIOLOGY, 1996, 41 (11) :2231-2249