Speed is estimated based on rider
power and the forces acting on a rider from wind resistance, rolling resistance,
and gravity.
This form can be used to answer the following questions:
- At a given power level, how does speed change as the
slope gets steeper?
- If Frontal Area can be reduced, how does speed change?
- How does speed change as power increases?
(See Power for details
on the definitions of parameters.)
Example, Speed For Given Power
| Speed For These Parameters |
7.46 |
m/s |
| Power |
250 |
watts |
| Frontal Area |
0.5 |
m2 |
| Coefficient Wind Drag |
0.5 |
Dimensionless |
| Air Density |
1.226 |
kg/m3 |
| Weight Rider & Bike |
75 |
kg |
| Coefficient of Rolling |
0.004 |
Dimensionless |
| Slope of Hill |
0.03 |
decimal |
|