So I've been thinking how to make any logical sense out of bike fitting or rather contact point relative geometry (lengths and angles)... using simple logic!
On bikes, we have 3 points of contact: Pedals, Saddle and Handlebars. These 3 form sort of a triangle, with the pedals and bottom bracket offering 0 degrees of adjustability in any physical dimension (Ok, aside from cleat spacers and crank arm length). Here comes the statement:
As long as the bike has sufficient degrees of adjustability in the high-low, forward-back positions of the saddle and base/aerobars (keeping the pedal positions unchanged), am I right to say that any bike frame geometry (considering only the relative positions and angles of the saddle, feet and arm contact positions) can be replicated using that bike?
It would make sense cause if you have a triangle and you keep one vertex fixed while being free to move the other 2 in any 2 dimensional manner, you can form any triangle you want!
Before I get yelled at... a disclaimer: I'm only talking about the relative positons of your hands, feet and buttocks. The ride quality, fork geometry and other factors are not in play.
I am only primarily concerned with my comfort on my bike. And if this statement is true, then as long as your wrong sized frame's saddle and front end can be adjusted to the correct sized frame's setup, there is no comfort penalty. Also, if you purchase a frame from a brand that supposedly does not suit you, as long as you can tweak the saddle and front end into a frame brand that suits you perfectly, then likewise, there is no comfort disadvantage.
I know I am arguing against many years of fitting experience and knowledge, but would my bold statement hold some truth?
On bikes, we have 3 points of contact: Pedals, Saddle and Handlebars. These 3 form sort of a triangle, with the pedals and bottom bracket offering 0 degrees of adjustability in any physical dimension (Ok, aside from cleat spacers and crank arm length). Here comes the statement:
As long as the bike has sufficient degrees of adjustability in the high-low, forward-back positions of the saddle and base/aerobars (keeping the pedal positions unchanged), am I right to say that any bike frame geometry (considering only the relative positions and angles of the saddle, feet and arm contact positions) can be replicated using that bike?
It would make sense cause if you have a triangle and you keep one vertex fixed while being free to move the other 2 in any 2 dimensional manner, you can form any triangle you want!
Before I get yelled at... a disclaimer: I'm only talking about the relative positons of your hands, feet and buttocks. The ride quality, fork geometry and other factors are not in play.
I am only primarily concerned with my comfort on my bike. And if this statement is true, then as long as your wrong sized frame's saddle and front end can be adjusted to the correct sized frame's setup, there is no comfort penalty. Also, if you purchase a frame from a brand that supposedly does not suit you, as long as you can tweak the saddle and front end into a frame brand that suits you perfectly, then likewise, there is no comfort disadvantage.
I know I am arguing against many years of fitting experience and knowledge, but would my bold statement hold some truth?