File:Estimating-Dose-Painting-Effects-in-Radiotherapy-A-Mathematical-Model-pone.0089380.s009.ogv

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English: Time evolution of a heterogeneous tumor growth (where CCs and CSCs are present) for the high migration case with and CSC cycle duration equal to 48 h. Tumor growth is allowed unchecked from a size of about 105 cells until about 106 cells are present. Then, a homogeneous radiation therapy consisting of 2.52 Gy in the tumor is delivered. Treatment sessions are scheduled along 6 weeks, separated by 24 hours intervals except for weekends, where a 72 hours interval is allowed. Depicted in dark and light green (respectively, dark and light red) are proliferating and quiescent CCs (respectively, proliferating and quiescent CSCs). Dead cells are represented in black. See Figure 7 (H) in the article.
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Source Movie S8 from Lopez Alfonso J, Jagiella N, Nunez L, Herrero M, Drasdo D (2014). "Estimating Dose Painting Effects in Radiotherapy: A Mathematical Model". PLOS ONE. DOI:10.1371/journal.pone.0089380. PMID 24586734. PMC: 3935877.
Author Lopez Alfonso J, Jagiella N, Nunez L, Herrero M, Drasdo D
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current01:05, 7 March 201445 s, 1,920 × 1,080 (34.59 MB)Open Access Media Importer Bot (talk | contribs)Automatically uploaded media file from Open Access source. Please report problems or suggestions here.

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