File:The-Kinematics-of-Plant-Nutation-Reveals-a-Simple-Relation-between-Curvature-and-the-Orientation-of-pcbi.1005238.s005.ogv
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editDescriptionThe-Kinematics-of-Plant-Nutation-Reveals-a-Simple-Relation-between-Curvature-and-the-Orientation-of-pcbi.1005238.s005.ogv |
English: Ellipse 2. Δ(ψg(s,t))E˙(s,t)=(1+.5cos(2ψg)) and ψg = ω0t. Here the principal direction of growth is revolving around the surface of the organ, while the intensity of the differential growth element Δ(ψg(s,t))E˙(s,t) is slower when ψg = ±π/2. The pattern displayed is still an ellipse but it is rotated by π/2 from the pattern obtained in S4 Video. |
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Source | S5 Video from Bastien R, Meroz Y (2016). "The Kinematics of Plant Nutation Reveals a Simple Relation between Curvature and the Orientation of Differential Growth". PLOS Computational Biology. DOI:10.1371/journal.pcbi.1005238. PMID 27923062. PMC: 5140061. | ||
Author | Bastien R, Meroz Y | ||
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This file is licensed under the Creative Commons Attribution 4.0 International license.
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current | 12:03, 31 January 2017 | 36 s, 1,080 × 1,080 (799 KB) | 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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Short title | Ellipse 2. |
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Author | Bastien R, Meroz Y |
Usage terms | http://creativecommons.org/licenses/by/4.0/ |
Image title | Δ(ψg(s,t))E˙(s,t) |
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Language | English |