11/12/2022 0 Comments Geodesic Dome Calculator![]() ![]() Interesting also the Rhombicuboctahedron comes with even lower amount of strut lengths than the Icosahedron. In this graphic above the Icosahedron does quite well, with low amount of strut lengths, and again there also L n provides better results than the nV variants. Note: Click on the graphic, and click "full scale" or scroll down, and press "Print" link at the bottom of the page. Note: all strut lengths have been sorted by 1/10'000th or +/-0.00005 exact The list is sorted by the amount of struts, so you can choose how complex the dome should become. The L-variant is better than the comperable V-variant, in sense of strut variance and amount of different struts.Variance: strut variance, difference between longest and shortest strut, the lesser the better (more even triangles).Types: strut types or amount of different strut lengths, the lesser the better.In order to assist to overview the options further, consider to study following table carefully, it's worth it. Truncated Octahedron-based Geodesic Domes ![]() Since the possibilities are so vast I have selected a couple of platonic and archimedean solids - as I previously studied in Geodesic Polyhedra - which seem reasonable for dome constructions,Īnd created variants with up 1000 struts, and max 30 different strut lengths. ![]()
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