Sheldon Brown's gear calculator - question
I'm trying to compare the gears on my current road bike and a new one that I might buy, and although I used to be good at math, for some reason Sheldon Brown's gear calculator is challenging my brain. :eek: So, am I interpreting this correctly? Here are the details:
Old road bike:
- triple chain ring, 52/42/30.
- 9-speed cassette, 12/25.
New bike:
- compact double, 50/34.
- 10-speed cassette, 11/28.
Using Sheldon's calculator, I get the following numbers:
Old bike with triple:
- top gear (52-12): 8.5 gain ratio, 113.9 gear inches.
- lowest gear (30-25): 2.4 gain ratio, 31.5 gear inches.
New bike with compact double:
- top gear (50-11): 8.9 gain ratio, 119.5 gear inches.
- lowest gear (34-28): 2.4 gain ratio, 31.9 gear inches.
So if I'm doing this right, the lowest gears are virtually the same for both bikes -- gain ratio of 2.4 and gear inches of 31.5 vs 31.9. Is this correct?
Also it looks like the top gears are not too different, with the new bike having an advantage. Yes?
My biggest concern is losing the granny gear if I switch from the triple to a compact double. Currently I do most of my riding in the middle chain ring, but I use the small ring often for steep hills (of which there are plenty around here). I don't use the large ring very often. But if I'm understanding this right, both bikes are the same when I'm in the lowest gear.
FWIW, the old bike is aluminum, and the new one is carbon.
Thanks!!!