Speed Equation:
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The Bike Speed Calculator estimates cycling speed based on power output and combined resistance (drag). It uses a cubic root relationship to approximate speed from the power-to-drag ratio.
The calculator uses the speed equation:
Where:
Explanation: The cubic root relationship reflects the physics of cycling where speed increases proportionally to the cube root of the power-to-drag ratio.
Details: Accurate speed estimation helps cyclists optimize training, plan race strategies, understand equipment efficiency, and set realistic performance goals.
Tips: Enter power in watts and drag as a combined resistance value. Both values must be positive numbers. Typical drag values range from 0.1 to 0.5 depending on conditions.
Q1: What factors contribute to drag?
A: Drag includes aerodynamic resistance (affected by rider position, clothing, and bike design), rolling resistance (tires and surface), and mechanical friction.
Q2: How accurate is this calculation?
A: This provides a good approximation for steady-state cycling on flat terrain. Real-world conditions like hills, wind, and acceleration require more complex models.
Q3: What are typical power outputs?
A: Recreational cyclists: 100-200W, trained amateurs: 200-300W, professional cyclists: 300-400W+ for sustained efforts.
Q4: How can I reduce drag?
A: Improve aerodynamics through better riding position, aero equipment, tight clothing, and maintaining equipment to reduce mechanical resistance.
Q5: Does this work for different units?
A: This calculator uses watts for power and outputs mph for speed. For km/h, multiply the result by 1.609.