Radiobiological Evaluation of the Radiation Dose as Used in High-precision Radiotherapy: Effect of Prolonged Delivery Time and Applicability of the Linear-quadratic Model

10.1269/jrr.90130

10.1269/jrr.10040

3. Baba F, <i>et al</i> (2010) Clinical outcomes of stereotactic body radiotherapy for stage I non-small cell lung cancer using different doses depending on tumor size. Radiat Oncol <b>5</b>: 81.

10.1007/s10147-009-0915-2

10.1269/jrr.10086

10.1269/jrr.10139

7. Elkind MM and Sutton H (1960) Radiation response of mammalian cells grown in culture. I. Repair of X-ray damage in surviving Chinese hamster cells. Radiat Res <b>13</b>: 556-593.

8. Elkind MM, <i>et al</i> (1965) Radiation response of mammalian cells grown in culture. V. Temperature dependence of the repair of X-ray damage in surviving cells (aerobic and hypoxic). Radiat Res <b>25</b>: 359-376.

9. Kirkpatrick JP, <i>et al</i> (2008) The linear-quadratic model is inappropriate to model high dose per fraction effects in radiosurgery. Semin Radiat Oncol <b>18</b>: 240-243.

10. Joiner MC and Bentzen SM (2009) Fractionation: the linear-quadratic approach. In: Joiner M and van der Kogel A eds. <i>Basic Clinical Radiobiology.</i> pp. 102-119, Hodder Arnold; London 2009.

10.1016/j.ijrobp.2004.04.039

SHIBAMOTO Y, 1986, 77, 908

13. Shibamoto Y, <i>et al</i> (1991) Tumor radiosensitivity prediction by the cytokinesis-block micronucleus assay. Radiat Res <b>128</b>: 293-300.

10.1080/09553009214551231

10.1269/jrr.46.401

16. Sugie C, <i>et al</i> (2006) The radiobiological effect of intermittent radiation exposure in murine tumors. Int J Radiat Oncol Biol Phys <b>64</b>: 619-624.

10.1016/j.radonc.2007.08.007

18. Shibamoto Y, <i>et al</i> (1987) The radiation response of SCCVII tumor cells in C3H/He mice varies with the irradiation conditions. Radiat Res <b>109</b>: 352-354.

10.1016/S0360-3016(97)00023-0

10.1016/S0167-8140(03)00165-8

10.1016/j.ijrobp.2010.07.005

22. Moiseenko V, <i>et al</i> (2008) Effect of prolonging radiation delivery time on retention of gammaH2AX. Radiat Oncol <b>3</b>: 18.

23. Moiseenko V, <i>et al</i> (2007) <i>In vitro</i> study of cell survival following dynamic MLC intensity-modulated radiation dose delivery. Med Phys <b>34</b>: 1514-1520.

24. Zheng XK, <i>et al</i> (2005) Impact of prolonged fraction dose-delivery time modeling intensity-modulated radiation therapy on hepatocellular carcinoma cell killing. World J Gastroenterol <b>11</b>: 1452-1456.

25. Wang X, <i>et al</i> (2011) The in vivo study on the radiobiologic effect of prolonged delivery time to tumor control in C57BL mice implanted with Lewis lung cancer. Radiat Oncol <b>6</b>: 4

26. Withers HR, <i>et al</i> (1983) A new isoeffect curve for change in dose per fraction. Radiother Oncol <b>1</b>: 187-191.

27. Wulf J, <i>et al</i> (2005) Dose-response in stereotactic irradiation of lung tumors. Radiother Oncol <b>77</b>: 83-87.

28. Milano MT, <i>et al</i> (2008) Descriptive analysis of oligometastatic lesions treated with curative-intent stereotactic body radiotherapy. Int J Radiat Oncol Biol Phys <b>72</b>: 1516-1522.

29. Onishi H, <i>et al</i> (2010) Stereotactic body radiotherapy (SBRT) for operable stage I non-small-cell lung cancer: can SBRT be comparable to surgery? Int J Radiat Oncol Biol Phys Epub ahead of print.

10.1016/j.ijrobp.2008.04.043

31. Fowler JF, <i>et al</i> (2004) A challenge to traditional radiation oncology. Int J Radiat Oncol Biol Phys <b>60</b>: 1241-1256.

32. Brenner DJ (2008) The linear-quadratic model is an appropriate methodology for determining iso-effective doses at large doses per fraction. Semin Radiat Oncol <b>18</b>: 234-239.

10.1084/jem.103.5.653

34. Garcia LM, <i>et al</i> (2006) Fitting the linear-quadratic model to detailed data sets for different dose ranges. Phys Med Biol <b>51</b>: 2813-2823.

10.1016/j.ijrobp.2008.12.093

1994, 29, 583, 10.1016/0360-3016(94)90461-8

10.1016/0360-3016(95)02155-8

38. Otsuka S, <i>et al</i> (2011) Compatibility of the linear-quadratic formalism and biologically effective dose concept to high-dose-per-fraction irradiation in a murine tumor. Int J Radiat Oncol Biol Phys in press.

39. Douglas BG and Fowler JF (1976) The effect of multiple small doses of x rays on skin reactions in the mouse and a basic interpretation. Radiat Res <b>66</b>: 401-426.

40. van der Kogel (1985) Chronic effects of neutrons and charged particles on spinal cord, lung, and rectum. Radiat Res <b>8</b> (Suppl): S208-S216.

41. Peck JW and Gibbs FA (1994) Mechanical assay of consequential and primary late radiation effects in murine small intestine: alpha/beta analysis. Radiat Res <b>138</b>: 272-281.

42. Fowler JF (1984) Total doses in fractionated radiotherapy &ndash; implications of new radiobiological data. Int J Radiat Biol <b>46</b>: 103-120.

43. Fowler JF (1989) The linear-quadratic formula and progress in fractionated radiotherapy. Brit J Radiol <b>62</b>: 679-694.

44. Astrahan M (2008) Some implications of linear-quadratic-linear radiation dose-response with regard to hypofractionation. Med Phys <b>35</b>: 4161-4172.

10.1016/j.ijrobp.2009.10.015

10.1016/j.ijrobp.2007.10.059

47. Guerrero M and Carlone M (2010) Mechanistic formulation of a linear-quadratic-linear (LQL) model: split-dose experiments and exponentially decaying sources. Med Phys <b>37</b>: 4173-4181.

10.1088/0031-9155/49/20/012

49. Wang JZ, <i>et al</i> (2010) A generalized linear-quadratic model for radiosurgery, stereotactic body radiation therapy, and high-dose rate brachytherapy. Sci Transl Med <b>2</b>: 39ra48.

50. Butts JJ and Katz R (1967) Theory of RBE for heavy ion bombardment of dry enzymes and viruses. Radiat Res <b>30</b>: 855-871.

51. Curtis SB (1986) Lethal and potentially lethal lesions induced by radiation &ndash; a unified repair model. Radiat Res <b>106</b>: 252-270.

1990, 63, 821, 10.1259/0007-1285-63-754-821

53. Nakamura K and Brahme A (1999) Evaluation of fractionation regimen in stereotactic radiotherapy using a mathematical model of repopulation and reoxygenation. Radiat Med <b>17</b>: 219-225.