poppa - Member
...The only thing getting you up that hill is the force acting on the cranks. Not trying to sound rude, but I am not sure what you mean by the rider 'moving forward and then the bike gets pulled up'...
First let me make it clear I am talking about steep hills, not those that are easily spun up.
As it happens I was out training on hills today. (Riding up the descent of the StrathPuffer track if that means anything to you - it is reasonably steep and has a few features which can stall a bike).
I'm always interested in improving my riding so I tried a number of things.
1. I stayed seated and maintained a fixed position - no body movements in any direction - and rode until I was physically unable to go further and stalled. I then went back to the start point.
2. I stayed seated until it felt hard to pedal and then got out of the saddle and used my weight as usual until I stalled.
3. I got out of the saddle at my normal point and used my weight as normal.
No 1 was hopeless, 2 was better, and 3 got me much further - up to the ice where I couldn't pedal any further.
I don't think this will surprise anyone who rides a singlespeed bike.
OK the physics. Yup, to take a given mass up a certain height in a certain time will take the same amount of work regardless of gearing. But there are some places where the gearing is not low enough and body weight has to be thrown around or you will stall.
Of course it all depends what you call steep. It's unavoidable up here in the Highlands.
However I thought of an experiment that anyone can do.
Next time I go out I will take 2x1000ml water bottles with me, and also a Camelbak with the same amount of fluid and try the climb with each alternately. The combined mass will be the same with both.
The bike with water bottles on will be the same weight as the bike I used in my earlier experiment, so this method removes the variability between the bikes (although they were more or less identically specced). I'll report back next time I head out that way.