GLUTSOLIDTORUS(3)
π GLUTSOLIDTORUS π
okay bestie so this is glutSolidTorus(3) from the OpenGLUT manual, and it lives in the geometry section of the library. yes, we're drawing donuts today. it's giving bakery. π©β¨
β¨ NAME β¨
glutSolidTorus β draw a solid torus, no cap, fr fr. π«Ά
π LIBRARY π
OpenGLUT β geometry
πΈ SYNOPSIS πΈ
like, here's how you summon it:
#include <openglut.h>
void
glutSolidTorus(GLdouble dInnerRadius, GLdouble dOuterRadius,
GLint nSides, GLint nRings);
π PARAMETERS π
dInnerRadiusβ the radius of the ``tube''. that's the fatness of the donut ring itself, iykyk.dOuterRadiusβ the radius of the ``path'' β the circle the tube gets swept around. the big picture radius, basically.nSidesβ how many facets go around the ``tube''. more sides = smoother tube, less sides = chunky lil polygon vibe.nRingsβ how many joints run along the ``path''. same deal, more rings = smoother curve.
π DESCRIPTION π
okay so picture this: this function effectively wraps a cylinder that has nSides slats, and then it bends that whole thing at nRings facets around a circular path. and boom π₯ β you get a torus. a donut. the shape of all shapes.
the center is at the origin, and the ``path'' rings around the z axis. so like, it's lying flat around z. no cap.
and listen β the torus parameters can be explored interactively with the OpenGLUT shapes demo. go poke at it, it's lowkey so fun. π₯
π CAVEATS π
bestie. listen.dInnerRadiusanddOuterRadiusare NOT analogous to similar measurements of an anulus. do not come for me with annulus math, they do not map like that. it's a whole different situation. π
π SEE ALSO π
glutWireTorus(3)β the wireframe sibling. the see-through version. main character energy, but hollow. β¨
that's the whole page, bestie π β it's UNDATED (no date, she's timeless, she's mysterious π¦) and the source line just says UNTITLED(), which is so unbothered of it honestly. slay. ππΈ
π¦ where this page comes from
- centos-stream 10: freeglut-devel 3.4.0-9.el10 Β· MIT
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