Journal of Cancer Research and Therapeutics

ORIGINAL ARTICLE
Year
: 2005  |  Volume : 1  |  Issue : 3  |  Page : 168--179

Analytical approach to estimate normal tissue complication probability using best fit of normal tissue tolerance doses into the NTCP equation of the linear quadratic model.


TS Kehwar 
 Department of Radiotherapy, Postgraduate Institute of Medical Education and Research, Chandigarh 160 012, India

Correspondence Address:
T S Kehwar
Department of Radiation Oncology, Postgraduate Institute of Medical Education and Research, Chandigarh 160012
India

Aims and Objectives: Aims and objectives of this study are to get the best fit of the normal tissue tolerance doses to the NTCP model of the linear quadratic model. Methods and Materials: To compute the NTCP, the modified form of the Poisson cell kill model of NTCP, based on linear-quadratic model, is used. The model has been applied to compute the parameters of the NTCP model using clinical tolerance doses of various normal tissues / organs extracted from published reports of various authors. The normal tissue tolerance doses are calculated for partial volumes of the organs using the values of above-said parameters for published data on normal tissue tolerance doses. In this article, a graphical representation of the computed NTCP for bladder, brain, heart and rectum is presented. Results and Conclusion: A fairly good correspondence is found between the curves of 2 sets of data for brain, heart and rectum. Hence the model may, therefore, be used to interpolate clinical data to provide an estimate of NTCP for these organs for any altered fractionated treatment schedule.


How to cite this article:
Kehwar T S. Analytical approach to estimate normal tissue complication probability using best fit of normal tissue tolerance doses into the NTCP equation of the linear quadratic model. J Can Res Ther 2005;1:168-179


How to cite this URL:
Kehwar T S. Analytical approach to estimate normal tissue complication probability using best fit of normal tissue tolerance doses into the NTCP equation of the linear quadratic model. J Can Res Ther [serial online] 2005 [cited 2020 Aug 13 ];1:168-179
Available from: http://www.cancerjournal.net/article.asp?issn=0973-1482;year=2005;volume=1;issue=3;spage=168;epage=179;aulast=Kehwar;type=0