trozler/myFourierEpicycles
Draw your own fourier epicycle. The site also gives a brief explanation of the mathematics connecting fourier series and revolving epicycles.
JavaScriptMIT
Stargazers
- aak-1
- aziascreationsBelgium
- charlesroca
- cole-wilsonWashington State University
- creaktive@qwicengineering
- danielsdeskSan Francisco Bay Area
- DevolperPHP
- diwsiTurkey/Ankara
- dominikwilkowski@shopify
- donbrightviews here do not represent those of my employer
- ebubekirtrkrAnkara, Turkey
- foobarlabGermany
- GintaraN
- hirajanwin
- hoeckDresden, Germany
- i-e-bCymru
- KatameRoninBlacksburg
- keisei77Beijing, China
- KilledByAPixelIndependent Developer
- KissakiGermany
- knoikeTokyo, Japan
- mashingan
- mohammadmasoAban pooyesh Maham
- MstMoonshine
- Nemikolh@stackblitz
- nick-s-b
- pj-mathematician
- puntofisso@NHSx
- RealPehaUkraine
- return5mississippi
- rozaNice, France
- scottstenslandNew York, NY
- stepney141The University of Tokyo
- sureshgSan Jose, CA
- ticidesign@bugcrowd
- topher6345San Francisco, CA