Can we all agree that one of the most significant factors affecting weight distribution on handlebars is the length of the cranks. However, it seems that not enough attention is paid to the actual physics involved when cranks are shortened.
If we assume a scenario in which a riders weight remains constant and the only variable changed is the crank length, wouldnt it logically follow that a shorter crank would shift more weight to the handlebars, especially during high-torque climbs or sprints. The reasoning being that the moment arm (the distance from the axis of rotation - in this case, the bottom bracket - to the point where the force is applied - the pedal) is reduced. As a result, the force required to rotate the cranks would increase, and this increased force would be transferred to the handlebars, altering the weight distribution.
Whats puzzling is that many proponents of shorter cranks argue that they reduce the overall weight on the saddle, thereby also reducing the weight on the handlebars. But doesnt this contradict the fundamental principles of physics that would suggest the exact opposite. Are these proponents taking into account some other variables that could mitigate this effect, or am I missing something entirely.
Furthermore, has anyone ever conducted a study or a practical experiment to quantitatively measure the effect of shorter cranks on weight distribution. And what about the individual variables that would affect this relationship, such as the riders position, bike geometry, and crank length. Are there any optimal crank lengths that would minimize the impact on handlebar weight distribution.
Its also interesting to consider whether this phenomenon could be bike-dependent, with certain models or geometries more prone to weight distribution shifts than others. For instance, could we expect to see a greater effect on handlebar weight distribution on an endurance bike with a slackened head tube angle versus a steeper, more aggressive road bike. And what about the effect of handlebar size, shape, and angle. Do these factors play a significant role in determining the extent to which shorter cranks impact weight distribution.
Ultimately, Id appreciate some insight from those with a deeper understanding of the physics and mechanics involved. Am I on the right track with my reasoning, or am I completely off the mark.