Zero To Sixty Estimate
Calculator
Results
- 0-60 mph (s, ideal)
- 2.411966
- 0-100 km/h (s, ideal)
- 2.586848
- Power to weight (hp per tonne)
- 200
- Power (kW)
- 223.709961
Results
| 0-60 mph (s, ideal) | 2.411966 |
| 0-100 km/h (s, ideal) | 2.586848 |
| Power to weight (hp per tonne) | 200 |
| Power (kW) | 223.709961 |
formula-map diagram
- 0-60 mph (s, ideal)
- 2.411966
- 0-100 km/h (s, ideal)
- 2.586848
- Power to weight (hp per tonne)
- 200
- Power (kW)
- 223.709961
Formula breakdown
Formula
t = ½ × m × v² ÷ P (v = 60 mph = 26.8224 m/s)= 2.4119661581591
Note
Simplified model: results use idealised textbook relationships and ignore real-world factors such as driving style, load, temperature, aerodynamic and rolling losses, drivetrain efficiency, tyre and brake condition and road surface. CO2 figures are tailpipe only, based on the standard 2.31 kg CO2 per litre of petrol (2.68 kg per litre of diesel), and exclude fuel production and distribution. Use them as estimates, not as legal, safety or load-rating figures.
More in Automotive and transport
See all →Frequently asked questions
What does the power-to-weight ratio have to do with 0-60 (or 0-100 km/h) time?+
Power-to-weight ratio (power divided by vehicle weight) is one of the strongest predictors of acceleration, since it's a measure of how much force is available to accelerate each unit of mass. All else equal, a higher power-to-weight ratio produces a faster 0-60 time.
How does this calculator estimate acceleration time from power-to-weight ratio?+
It typically uses an empirical formula relating power-to-weight ratio (often in hp per ton or kW per kg) to expected 0-60 time, derived from statistical patterns across many production vehicles, since a precise physics-based prediction would also require traction, gearing, and aerodynamic data.
What's a common misconception about this kind of estimate?+
That it will exactly predict a specific vehicle's real-world 0-60 time. In reality, traction (especially in high-power, low-weight vehicles), transmission type, launch control, tire grip, and drivetrain layout (AWD versus RWD) can cause significant deviation from what a pure power-to-weight formula suggests.
Why do two vehicles with the same power-to-weight ratio sometimes have very different 0-60 times?+
A high-power vehicle can be traction-limited off the line, unable to put all its power down without wheelspin, especially in rear-wheel-drive cars, while all-wheel-drive vehicles with the same ratio can launch far more effectively, translating power to acceleration more efficiently in that critical first second or two.
Does this estimate account for gear shifts or is it a simplified average?+
It's a simplified statistical estimate, not a gear-by-gear simulation. It doesn't model shift time, gear ratio spacing, or torque curve shape, which is why it should be treated as a ballpark figure for comparison purposes rather than a precise prediction of an actual test result.