Alright guys, I have been putting some strategy to my gearing. At first was in a mind-set that I could make a 500 and a 250 geared the same and they would perform the same. That was a big,
NOT! I also had run the same gearing as a buddies CR's. Wrong, try again. I have basically narrowed it down to keeping notes on trial and error for each hill. Notating conditions, tire pressure and the all allusive gear ratio.
I have the sprocket gearing ratio chart. It goes to the races. I am trying to figure what alot of guys know something about, but never use. I am not racing in long motos or on ice, on sand dunes or harescrambles, but hillclimbing. The idea is to run one gear the whole way. It is a bit like drag racing and motocross combined. Only on a 500' plus hill does anyone plan to shift.
I have all the transmission numbers gathered up, finally but cannot find the equation for an absolute final ratio. I have found car and even street bike formulas that incorporate tire size and top speed into the equation, but would like to toss those numbers out.
I see in the manual that multiplying primary drive ratio with final drive ratio multiplied by 5th gear ratio gets you overall drive ratio in top gear. Well, thats a good start, but does the sprocket ratio also multiply to that, to get a rear-wheel drive ratio? The idea I'm messing with is to use available sprockets to adjust gear ratios with enough sense to know which adjustment is the least bit of change, even if I pull 3rd or 1st instead of 2nd.
So far this is what I'm guessing the equation is, am I right? ;
Primary drive ratio x
ratio of which gear I'm in x
final drive ratio x
sprocket ratio =
overall drive ratio The numbers are higher than I thought they would be, especially if that number represents how many times the crank turns to turn the wheel once. Hopefully one of you mechanical engineers are on top of this idea, because the more I know, the less I understand.