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Thanks Pete. But those equations only work for a regular gear, not a worm. Unless there's something in there I don't understand, which is possible. I have the equations to compute the mod for non-worms.And the problem is that the teeth are nearly completely chewed off the old worm, so I won't be able to measure anything from it. That's why I need a kind soul who has one intact.I'm pretty sure the motor shaft is a stout 2mm. I have worked on these before. I just don't have any here at the moment.
Let's say the worm is 5mm in diameter and has 5 teeth. mod = diam/(teeth + 2) = .71 And no way is it a mod 0.7.
5mm? 5 teeth? That would sure be one funny looking "gear". Do I need to get a real existing worm gear and see what the calculator shows? Edit: dug up standard Kato worm gear (from a P42 diesel). Dia: 8.39mm, 19 teeth. Module calculates to 0.3995238. The actual diameter is probably 8.4mm and I made slight error because it is difficult to measure gear with odd number of teeth. If I assume the diameter is 8.4mm then module is exactly 0.4. If that is correct . . .
i know this is not the best empirial way to determine sizebut, just to see how close it might come--measuring by pixels in graphic softwareflange = .033" = 9 pixelsworm gear diameter from tooth tip to tooth tip = 34 pixels / 9 = 3.7777 X .033" = .1246" = 31.6484 mmgear shaft/rod diameter = 11 pixels / 9 = 1.2222 x .033 = .0403" = 1.02362 mmi doubt this will give you the exact measurements but it is an exercise in wondering.
If in doubt of the shaft diameter, get a digital caliper so that you can get a precise measurement.