File:Nonequilibrium-Arrhythmic-States-and-Transitions-in-a-Mathematical-Model-for-Diffuse-Fibrosis-in-pone.0045040.s005.ogv
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[edit]DescriptionNonequilibrium-Arrhythmic-States-and-Transitions-in-a-Mathematical-Model-for-Diffuse-Fibrosis-in-pone.0045040.s005.ogv |
English: Spiral-wave dynamics in the 2D TNNP model with diffuse fibrosis. Here we show the spatiotemporal evolution of the spiral waves in Fig. 14 , for the representative values of considered there, via pseudocolor plots of the local transmembrane potential in the following six states: (A) a single spiral that rotates periodically SRSP , (B) a single spiral that rotates quasiperiodically SRSQ , (C) multiple spirals whose temporal evolution is periodic MRSP , (D) multiple spirals whose temporal evolution is quasiperiodic MRSQ , (E) spiral-wave turbulence ST , and (F) a state SA in which the spiral wave is absorbed at the boundaries of our simulation domain. The time interval covered is , and number of frames per second is 10. |
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Source | Video S5 from Majumder R, Nayak A, Pandit R. "Nonequilibrium Arrhythmic States and Transitions in a Mathematical Model for Diffuse Fibrosis in Human Cardiac Tissue". PLOS ONE. DOI:10.1371/journal.pone.0045040. PMID 23071505. PMC: 3466321. | ||
Author | Majumder R, Nayak A, Pandit R | ||
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 12:05, 19 October 2012 | 25 s, 1,200 × 902 (4.03 MB) | Open Access Media Importer Bot (talk | contribs) | Uploaded with the Open Access Media Importer. (test edit) botrequest |
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Author | Majumder R, Nayak A, Pandit R |
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Usage terms | http://creativecommons.org/licenses/by/3.0/ |
Image title | Spiral-wave dynamics in the 2D TNNP model with diffuse fibrosis. Here we show the spatiotemporal evolution of the spiral waves in Fig. 14 , for the representative values of considered there, via pseudocolor plots of the local transmembrane potential in the following six states: (A) a single spiral that rotates periodically SRSP , (B) a single spiral that rotates quasiperiodically SRSQ , (C) multiple spirals whose temporal evolution is periodic MRSP , (D) multiple spirals whose temporal evolution is quasiperiodic MRSQ , (E) spiral-wave turbulence ST , and (F) a state SA in which the spiral wave is absorbed at the boundaries of our simulation domain. The time interval covered is , and number of frames per second is 10. |
Software used | Xiph.Org libtheora 1.1 20090822 (Thusnelda) |
Date and time of digitizing | 2012-10-08 |
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