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Conference papers
Towards an integrative computational model for simulating tumor growth and response to radiation therapy
Abstract : Understanding the response to irradiation in cancer radiotherapy (RT) may help devising new strategies with improved tumor local control. Computational models may allow to unravel the underlying radiosensitive mechanisms intervening in the dose-response relationship. By using extensive simulations a wide range of parameters may be evaluated providing insights on tumor response thus generating useful data to plan modified treatments. We propose in this paper a computational model of tumor growth and radiation response which allows to simulate a whole RT protocol. Proliferation of tumor cells, cell life-cycle, oxygen diffusion, radiosensitivity, RT response and resorption of killed cells were implemented in a multiscale framework. The model was developed in C++, using the Multi-formalism Modeling and Simulation Library (M2SL). Radiosensitivity parameters extracted from literature enabled us to simulate in a regular grid (voxel-wise) a prostate cell tissue. Histopathological specimens with different aggressiveness levels extracted from patients after prostatectomy were used to initialize in silico simulations. Results on tumor growth exhibit a good agreement with data from in vitro studies. Moreover, standard fractionation of 2 Gy/fraction, with a total dose of 80 Gy as a real RT treatment was applied with varying radiosensitivity and oxygen diffusion parameters. As expected, the high influence of these parameters was observed by measuring the percentage of survival tumor cell after RT. This work paves the way to further models allowing to simulate increased doses in modified hypofractionated schemes and to develop new patient-specific combined therapies. © 2017 SPIE.
https://hal-univ-rennes1.archives-ouvertes.fr/hal-01696657
Contributor : Laurent Jonchère <>
Submitted on : Tuesday, January 30, 2018 - 3:46:37 PM
Last modification on : Tuesday, September 24, 2019 - 1:42:06 PM
Contributor : Laurent Jonchère <>
Submitted on : Tuesday, January 30, 2018 - 3:46:37 PM
Last modification on : Tuesday, September 24, 2019 - 1:42:06 PM