RT @micromotility: Well who knew! https://t.co/Op7jOGgkvi "When all the representative curves of mystacial vibrissae for a single rat are a…
RT @BhamlaLab: im curious how this project even started... what an interesting yet bizarre observation. @IgNobel check it out
RT @micromotility: Well who knew! https://t.co/Op7jOGgkvi "When all the representative curves of mystacial vibrissae for a single rat are a…
im curious how this project even started... what an interesting yet bizarre observation. @IgNobel check it out
Well who knew! https://t.co/Op7jOGgkvi "When all the representative curves of mystacial vibrissae for a single rat are assembled together, they span an interval extending from one coiled domain of the Euler spiral to the other. " a #whisker not a #cilium
The Euler spiral of rat whiskers https://t.co/1WZ68ObelS
RT @AlainGoriely: The geometry of rat whiskers? Find out about the fascinating shapes of rat whiskers and how they are related to Euler's s…
RT @AlainGoriely: The geometry of rat whiskers? Find out about the fascinating shapes of rat whiskers and how they are related to Euler's s…
RT @Eugene84728694: Happy New Year of the Rat! We celebrate it by publishing our new research on shapes of rat vibrissae: The Euler spiral…
RT @Eugene84728694: Happy New Year of the Rat! We celebrate it by publishing our new research on shapes of rat vibrissae: The Euler spiral…
The Euler spiral of rat whiskers https://t.co/I9SS20k8tA
Happy New Year of the Rat! We celebrate it by publishing our new research on shapes of rat vibrissae: The Euler spiral of rat whiskers https://t.co/IYyovo4rAr
No Wonder ,they can navigate so good.The Euler spiral of rat whiskers,all are at angle of 47 degrees. 🤔🐀 https://t.co/zgy4zcCcp9 https://t.co/mVBzDFf7Oy
RT @AlainGoriely: The geometry of rat whiskers? Find out about the fascinating shapes of rat whiskers and how they are related to Euler's s…
RT @AlainGoriely: The geometry of rat whiskers? Find out about the fascinating shapes of rat whiskers and how they are related to Euler's s…
The geometry of rat whiskers? Find out about the fascinating shapes of rat whiskers and how they are related to Euler's spiral in this recent paper by Starostin et al. Time to watch again Ratatouille. https://t.co/Mgh4WJTWrz https://t.co/xULf0ZaYX8
"The Euler spiral of rat whiskers" Best article title of the week. Based on 523 whiskers from 15 rats. by Eugene L. Starostin , Robyn A. Grant, Gary Dougill, Gert H. M. van der Heijden, Victor G. A. Goss Sciences Advances 6:3 (15 January 2020) https://t.
Zelfs ratten zijn goed in wiskunde, blijkt. https://t.co/eBX9UabBsc
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
Congratulations. Lovely paper!
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
RT @RobynAnneGrant: Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be describ…
@mariapage I think you might recognize one of your fantastic photos (Figure 1 in the paper) 😀🐭
Our new paper from our @epsrc #MMEAW project is out today in @ScienceAdvances The shape of rat whiskers can be described by a simple Euler spiral. A shape that can be found throughout nature, including in sea shells! https://t.co/qX4bIxgHMS @GaryDougill h