Planetary gear set z18 z17 x5 m1.5
por Nikolay en Thingiverse
Planetary gear set z18 z17 x5 m1.5 Generated with gear_lapping-2026-10-06_v44.py Planetary gear sets with hunting teeth Date: 2026-10-10. Sets listed: 1045. Rules - Hunting teeth: gcd(sun, planet) = 1 (then gcd(planet, ring) = 1 too, because ring = sun + 2 x planet). - Sun and planet have at least..
Licencia
Solo uso personalCC BY-NC 4.0 — Atribución, no comercial
Puedes imprimirlo y modificarlo para uso personal dando crédito. No se permite vender las impresiones.
Al descargar aceptas respetar la licencia y dar crédito a Nikolay.
Archivos (5)
- Categoría
- Educación
- Formatos
- STL, BLEND, PY, MD
- Descargas
- 7
- Publicado
Sobre este modelo
Planetary gear set z18 z17 x5 m1.5 Generated with gear_lapping-2026-10-06_v44.py Planetary gear sets with hunting teeth Date: 2026-10-10. Sets listed: 1045. Rules - Hunting teeth: gcd(sun, planet) = 1 (then gcd(planet, ring) = 1 too, because ring = sun + 2 x planet). - Sun and planet have at least 6 teeth, the ring at most 100. Equal modules, centre distance a = (sun + planet) m / 2. - Equal spacing: N planets can be assembled at 360/N degrees only if N divides (sun + ring) = 2 (sun + planet). - No interference between planets: the tip circles stay apart, (s + p) sin(180/N) > p + 2 (in modules). This is the rule of the add-on. - N max: the largest N meeting all three rules. N geom.: the largest N by the tip rule alone (assembly ignored). N (gap >= 0.5 m): as N max, but with a tip gap of at least 0.5 module (a margin for printing and the print offset). - Ratio: ring held, sun in, carrier out: 1 + ring / sun. - Not checked: strength, undercut (below 17 teeth without profile shift), contact ratio, planet bearings, ring thickness.
Table SunPlanetRingRatioN maxTip gap, mN tips onlyN (gap >= 0.5 m)Tip gap at it, m 87223.75033.99433.99 78234.28632.99432.99 97233.55642.31542.31 79254.57140.31425.00 117253.27343.73543.73 137273.07752.76652.76 711295.14332.59332.59 119293.63650.76550.76 138293.23160.50638.19 157292.93346.56746.56 911314.44441.14441.14 1110313.81836.19536.19 139313.38544.56544.56 177312.82480.18863.00 196312.63256.69956.69 1011324.20035.19435.19 187322.77855.69855.69 178332.94154.69754.69 197332.73749.38849.38 813345.25033.19333.19 169343.12553.69653.69 207342.70090.23964.50 913354.88940.56440.56 1311353.69243.97543.97 179353.05947.38747.38 198352.84263.50863.50 1411363.57151.69551.69 1113374.36441.97441.97 1312373.84650.69550.69 1511373.46745.38545.38 1710373.17661.50661.50 199372.94771.15771.15 237372.609100.271066.00 1611383.37560.506310.38 1711393.29446.80646.80 257392.56083.251183.25 1413403.85738.38538.38 267402.538110.301167.50 717416.85731.78331.78 1115414.72741.38441.38 1314414.15437.38437.38 1513413.73344.80544.80 1911413.15862.00762.00 239412.78381.25881.25 258412.64066.501066.50 277412.519415.0411415.04 296412.414102.8213102.82 1116434.90935.38435.38 1315434.30842.80442.80 1713433.52952.63552.63 2111433.04849.63749.63 2310432.87064.50864.50 259432.720413.049413.04 278432.593100.8210100.82 297432.483120.321293.31 1017445.40034.38434.38 269442.69274.19974.19 1117455.09140.80440.80 1913453.36847.63647.63 2311452.957411.048411.04 317452.452417.8713417.87 819466.75032.38332.38 2013463.30061.50661.50 2411462.91772.19872.19 327462.438130.3313610.50 720477.71431.38331.38 1317474.61542.21442.21 1715473.76545.63545.63 1914473.47460.506312.58 2113473.23849.04649.04 2312473.04371.19771.19 2511472.88080.78880.78 299472.621415.8710415.87 318472.51669.501269.50 337472.424103.3613103.36 2213483.18270.19755.57 1119495.45540.21434.98 1517494.26743.63443.63 1716493.882310.585310.58 1915493.57947.04547.04 2313493.13063.00763.00 2711492.815413.878413.87 2910492.69067.501067.50 319492.581101.3611101.36 1617504.12539.58539.58 2811502.78666.50966.50 1319514.92341.63441.63 1916513.68452.57552.57 2513513.040411.877411.87 2911512.75982.31982.31 377512.378113.4015113.40 1419524.71437.58437.58 1817523.88951.57551.57 387522.368150.3615104.91 723538.57130.98330.98
Descripción original del autor, publicada en Thingiverse.