With so much time/$$$/attention given to reducing bike weight and streamlining it for aerodynamics, I’d like to better understand the relative role of the various factors that affect the work/effort necessary to propel a bike. Perhaps someone knows the equation and can provide general/typical values for the primary coefficients so we know where best to concentrate our efforts (other than on personal fitness). For example, I assume the equation must be something like the following:
Work/effort = Speed x Mass x Friction x Drag x Incline, where
S = speed the bike is moving
M = weight of the bike and rider (would the equation differentiate ‘static‘ weight and ‘rotational/dynamic' weight?)
F = friction created by contact between moving parts
D = aerodynamic resistance (drag)
I = slope of the road
Intuition/experience suggests that F is pretty inconsequential relative to the other factors given the ready availability of good bearings and high pressure tires. I is beyond our control. If there’s little difference between static and dynamic weight, then losing personal body weight is probably far more effective for all but those few athletes who have ideal body weight as spending BIG $$$ to shave off a few grams on bike components. Is reducing a pound of body fat as effective as spending $$$thousands to drop a pound off the weight of the bike?
If any of this is generally on-target, then commonsense suggests that most of us should focus on 2 variables: lose body weight and improve bike/rider aerodynamics.
Ok you engineers and physicists, what’s the math underlying the motion of a bike?

Anyhow the ^4-relationship means that there's a very fine line between being comfortable and being close to death. Which among other things explain why you have to be a good deal stronger to ride someone off your wheel.