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| View Original: | Mathematical-polar-equation-flowers.svg (642x606) | |||
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| Keywords: Mathematical-polar-equation-flowers.svg Mathematical based floral ornaments derived from the polar coordinates equation r b+sin aθ which is a slight generalization of the Limaçon and Rose curves Top left curve with a 5 and b 1 25 non-self-intersecting Top right curve with a 5/2 and b 1 08 single-level self-intersecting Bottom left curve with a 5/3 and b 1 08 two-level self-intersecting Bottom right curve with a 5/4 and b 1 08 three-level self-intersecting The self-intersecting curves are displayed with even-odd fill algorithm For other patterns made with the quasi-Limaçon/Rose equation r b+sin aθ see File Interlaced-Triangles Brunnian-link alternate svg and File Quinquetra-interlaced-alternate svg For other abstract symmetrical floral ornaments see Image Retro-flower-ornaments svg and Image Five petal flower icon svg Self-made image converted from the following four-page vector PostScript source code <pre> /A 300 396 translate 75 dup scale def/w d mul res div/th exch def th 5 mul d div/x exch def x sin ecc add th cos mul x sin ecc add th sin mul def/B 0 w moveto 1 1 360 res mul w lineto for closepath def A/d 1 def/ecc 1 25 def/res 5 def B fill showpage A/d 2 def -18 rotate/ecc 1 08 def B eofill showpage A/d 3 def 36 rotate B eofill showpage A/d 4 def 18 rotate B eofill showpage EOF</pre> 2009 AnonMoos SVG flower icons Mathematical art Graphic ornaments with transparent background Plane algebraic curves Images with PostScript source code Blue green red yellow | ||||
