刊名:Australasian Physical & Engineering Sciences in Medicine
出版年:2014
出版时间:December 2014
年:2014
卷:37
期:4
页码:691-703
全文大小:1,689 KB
参考文献:1. Karathanasis KT, Karanasiou IS, Uzunoglu NK (2007) Enhancing the focusing properties of a prototype non-invasive brain hyperthermia system: a simulation study. In: Proceedings of the 29th annual international conference of the IEEE EMBS, France 2. Chou CK, Chen GW, Guy AW, Luk KH (1984) Formulas for preparing phantom muscle tissue at various radiofrequencies. Bioelectromagnetics 5:435-41 CrossRef 3. Kumaradas JC, Sherar MD (2003) Optimization of a beam shaping bolus for superficial microwave hyperthermia waveguide applicators using a finite element method. Phys Med Biol 48:1-8 CrossRef 4. De Bruijne M, Samras T, Bakker JF, Rhoon GC (2006) Effects of water bolus size, shape and configuration on the AR distribution pattern of the Lucite cone applicator. Int J Hyperth 22:15-8 CrossRef 5. De Leeuw AAC, Mooibroek J, Wijrdeman HK, Lagendijk JJW (1994) Three dimensional SAR steering by inhomogeneous bolus loading in the coaxial TEM hyperthermia system. ESHO-94, Abstracts. The Netherlands European Society for Hyperthermic Oncology, Amsterdam, p 27 6. Kroeze H (2003) On the improvement of regional hyperthermia. Dissertation, University of Munich 7. Van Rhoon GC, Rietveld PJM, Van der Zee JA (1998) 433?MHz Lucite cone waveguide applicator for superficial hyperthermia. Int J Hyperth 14:13-7 CrossRef 8. Sherar MD, Liu FF, Newcombe DJ, Cooper B, Levin W, Taylor WB, Hunt JW (1993) Beam shaping for microwave waveguide hyperthermia applicators. Int J Radiat Oncol Biol Phys 25:849-57 CrossRef 9. Sherar MD, Clark H, Cooper B, Kumaradas J, Liu FF (1994) A variable microwave array attenuator for use with single-element waveguide applicators. Int J Hyperth 10:723-31 CrossRef 10. Kumaradas JC, Sherar MD (2002) An edge-element based finite element model of microwave heating in hyperthermia: application to a bolus design. Int J Hyperth 18:441-53 CrossRef 11. Michiyama T, Nikawa Y (2009) Simulation of SAR in the human body to determine effects of RF heating. IEICE Trans Commun 92:440-44 CrossRef 12. Field SB, Hand JW (1990) An introduction to the practical aspects of clinical hyperthermia. Taylor & Francis, Boca Raton 13. Wust P, Nadobny J, Felix R, Deulhard P, Louis A, John W (1991) Strategies for optimized application of annular-phased-array systems in clinical hyperthermia. Int J Hyperth 7:157-73 CrossRef 14. Wust P, Beck R, Berger J et al (2000) Electric field distributions in a phased-array applicator with 12 channels: measurements and numerical simulations. Med Phys 27:2565-579 CrossRef 15. Das S, Clegg S, Samulski T (1999) Computational techniques for fast hyperthermia temperature optimization. Med Phys 26:319-28 CrossRef 16. Lin JC, Wang Z (2005) SAR and temperature distributions in canonical head models exposed to near and far-field electromagnetic radiation at different frequencies. Electromagn Biol Med 24:405-21 CrossRef 17. Plewako J, Krawczyk A, Grochowicz B (2005) Computer engineering in applied electromagnetism. Springer, Dodrecht, pp 337-42 18. Prishvin M, Zaridze R, Bit-Babik G, Faraone A (2010) Improved numerical modelling of heat transfer in human tissue exposed to RF energy. Australas Phys Eng Sci Med 33:307-17 CrossRef 19. Li Z, Vogel M, Maccarini PF et al (2011) Improved hyperthermia treatment control using SAR/temperature simulation and PRFS magnetic resonance the
作者单位:Seyed Ali Aghayan (1) Dariush Sardari (1) Seied Rabi Mehdi Mahdavi (2) Maryam Mohammadi (3)
1. Department of Engineering, Science and Research Branch, Islamic Azad University, 14155-775, Tehran, 14778 93855, Islamic Republic of Iran 2. Department of Medical Physics, Tehran University of Medical Science, Tehran, Islamic Republic of Iran 3. Department of Physics, Shahrood Branch, Islamic Azad University, Shahrood, Iran
刊物主题:Biomedicine general; Biophysics and Biological Physics; Medical and Radiation Physics; Biomedical Engineering;
出版者:Springer Netherlands
ISSN:1879-5447
文摘
In this paper we present a simulation study of the induced specific absorption rate (SAR) within the phantom produced by radiofrequency radiation from a 8?MHz capacitive applicator. The main focus of the current study is on demonstrating the beam shaping properties of the bolus system as well as its effect on controlling the therapeutic area. Different electrical conductivities and geometries of the bolus were considered in the simulation of induced SAR distributions in a muscle-equivalent model with uniform dielectric properties. To validate the presented model, we carried out a comparison between the SAR simulation results and the temperature measurements in an agar split-phantom and an excellent agreement was observed.