Famous curves

Ivan De Winne, Dec 1, 2015


  • 1. Astroid
  • 2. Bicorn
  • 3. Cardioid
  • 4. Cartesian Oval
  • 5. Cassinian Ovals
  • 6. Cayley's Sextic
  • 7. Cissoid of Diocles
  • 8. Conchoid of Nicomedes
  • 9. Conchoid of de Sluze
  • 10. Devils's curve
  • 11. Kampyle of Eudoxus
  • 12. De achtkromme
  • 13. Kappa curve
  • 14. Lamé curves
  • 15. Lemniscate of Bernouilli
  • 16. Newton's Diverging Parabolas
  • 17. Teardrop curve
  • 18. Pear shaped quartic
  • 19. Right strophoid
  • 20. Serpentine
  • 21. Inleiding_SUPERFORMULE

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Astroid

The astroid was first discussed by Johann Bernoulli in 1691-1692

It can be formed by rolling a circle of radius a/4 on the inside of a circle of radius a. http://www-history.mcs.st-and.ac.uk/Curves/Astroid.html
– Ivan De Winne

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