cissoid
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Article
7 sectionsContents
- Equations
- Specific cases
- Hyperbolas
- Cissoids of Zahradnik
- See also
- References
- External links
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In geometry, a cissoid (; ) is a plane curve generated from two given curves , and a point (the pole). Let be a variable line passing through and intersecting at and at . Let be the point on so that \overline{OP} = \overline{P_1 P_2}. (There are actually two such points but is chosen so that is in the same direction from as is from .) Then the locus of such points is defined to be the cissoid of the curves , relative to .