Calculate quarter-mile time and MPH from horsepower and race weight. Reverse a measured time slip to estimate horsepower, or find the power needed for a target ET or trap speed. Compare three models, convert wheel power explicitly, and estimate eighth-mile performance.
Track estimate—not a guaranteed time slip
These are independent first-order correlations. Actual ET and trap speed depend on traction, power delivery, gearing, shifts, aerodynamics, weather, track preparation, and driver technique. Test only at a sanctioned facility under its rules.
Calculate a pass
Quarter-mile estimate
Quick answer: quarter-mile time and MPH
ET is elapsed time over 1,320 ft (402.336 m), excluding reaction time. Trap speed is speed measured near the finish; race weight includes the car, driver, fuel and equipment. The default Fox model uses ET = 6.269 × ∛(lb/hp) and MPH = 230 × ∛(hp/lb), with pounds and mechanical engine horsepower as base units. Trap speed reflects sustained power more consistently; ET is strongly affected by the launch.
Models and reverse formulas
Let W be race weight in pounds and P be mechanical engine hp. ET = A × ∛(W/P); MPH = B × ∛(P/W). Reverse them as P = W × (A/ET)³ or P = W × (MPH/B)³.
Quarter-mile constants; seconds and mph
Model
A (ET)
B (MPH)
Interpretation
Fox
6.269
230
Recommended street-car starting point
Hale
5.825
234
Idealized, well-prepared race-car estimate
Huntington
6.290
224
Classic engine/clutch-power estimate
Lucius’s formula history documents these coefficients, including Fox’s later empirical constants and Huntington’s original clutch-power basis. Fox is a useful default, not a universal accuracy winner. None is calibrated directly to chassis-dyno WHP.
Optional eighth-mile approximation
Our distance-scaling assumption is constant power without drag or launch losses: v ∝ distance^(1/3), t ∝ distance^(2/3). Thus eighth-mile ET = quarter-mile ET × (1/2)^(2/3) ≈ ET × 0.6299605; eighth-mile speed = quarter-mile speed × ∛(1/2) ≈ speed × 0.7937005. This page’s extrapolation is not a measured split or part of the historical quarter-mile calibration. Distance is 660 ft (201.168 m).
Worked examples
3,500 lb street car with 400 crank hp
Using Fox, W/P = 3,500/400 = 8.75 lb/hp and ∛8.75 = 2.060643. ET = 6.269 × 2.060643 = 12.92 s. Trap speed = 230/2.060643 = 111.6 mph; × 1.609344 = 179.6 km/h. No drivetrain conversion is applied. Hale gives 12.00 s at 113.6 mph; Huntington gives 12.96 s at 108.7 mph.
3,200 lb car trapping 110 mph
Using Fox in measured trap-speed mode: P = 3,200 × (110/230)³ = 3,200 × 0.109394 ≈ 350.1 crank hp. If a 15% drivetrain loss is assumed, the corresponding wheel estimate is 350.1 × 0.85 ≈ 297.6 WHP. That conversion does not turn a speed-based estimate into a chassis-dyno measurement.
Published-test validation: three combustion cars
Sample declared before calculating errors: one light roadster (Miata), V8 coupe (Mustang GT), and turbocharged front-drive hatchback (Civic Type R), all factory-stock manuals. These three examples cover different layouts; they are not a statistically representative fleet. Linked Car and Driver instrumented tests supply curb weights, manufacturer crank ratings and published performance. No wheel-dyno figures or EVs are mixed in.
For reproducibility, estimated race weight = published curb weight + 200 lb for driver and test equipment. This fixed allowance is our assumption, not a reported test-day load. No additional fuel weight is added. Use the published results as reported; actual staging, weather corrections and test loads are not reconstructed.
Quarter mile: each performance cell is ET (s) / trap (mph)
Our calculation: MAE = sum of |prediction − published value| ÷ 3, using unrounded predictions. Coefficients were not fitted to these cars. Hale predicts a quicker ET than published for all three; this small check supports caution about ideal-pass estimates, not a universal correction factor. Model rankings can change with the sample.
Car and Driver’s test methodology describes weather corrections and street-surface testing. Its rollout explanation documents a 2019 procedure change; these original tests predate that change. Magazine figures and a current drag-strip slip need not use identical timing conventions.
How to use the result
Select a mode and enter total race weight plus power, measured performance or a target.
Confirm crank or wheel power in Advanced. For a wheel figure, check the assumed loss percentage.
Calculate, then compare the selected result with the other formulas. Add both measured ET and trap speed for separate implied-power estimates.
Calibrate expectations against repeat slips at the same facility and in similar conditions.
A weak launch can cost ET even when trap speed is close to predicted. If both measures are worse, power delivery, shifts, weather or resistance may contribute. A two-number slip cannot isolate a mechanical fault. Gearing, tire grip, aerodynamics and the full power curve are not simulated.
Quarter-mile calculator FAQs
How much horsepower is needed for a 10-, 11-, or 12-second quarter mile?
At 3,500 lb race weight, Fox implies approximately 862, 648, and 499 crank hp for 10, 11, and 12 seconds respectively. Choose Required HP for a target and enter your own weight and ET. These are power estimates, not guarantees that the tires, drivetrain or chassis can deliver the pass.
Is trap speed or ET better for estimating horsepower?
Trap speed usually depends less on launch quality, so start with Estimate HP from measured trap speed. Enter ET as well to compare both implied figures. Neither is a dyno measurement: wind, aerodynamics, shifts and the power curve still matter.
How does a 60-foot time affect ET?
A slower first 60 feet adds time directly and can also reduce speed through the rest of the run. There is no universal multiplier between a 60-foot improvement and quarter-mile ET. Compare repeat slips at the same track; this calculator does not model a 60-foot split.
Does rollout affect a drag-strip ET?
Yes. The ET clock begins when the front tire clears the stage beam, after some initial movement. Staging depth and tire geometry change rollout. Reaction time is separate. Do not add or subtract a fixed rollout correction here; compare timings obtained with the same convention.
How does density altitude change performance?
Higher density altitude means less dense air and generally less oxygen for combustion, especially affecting naturally aspirated engines. Boost control can partly compensate; aerodynamic drag also changes. No weather correction is applied here. Use power appropriate to the conditions and compare passes in similar weather.
Can the formula be used for motorcycles or electric cars?
Only as a rough, unvalidated extrapolation. Motorcycle rider weight, wheelies and aerodynamics differ greatly; EV power varies with battery state, temperature and speed. The validation sample contains only combustion cars. These models cannot predict those effects.
Should race weight include the driver?
Yes. Include the driver, fuel, fluids, safety equipment and everything carried during the run. A curb weight alone understates race weight.
Should I enter crank horsepower or wheel horsepower?
Select your basis in Advanced. All supported historical models use engine/clutch power. Wheel inputs are divided by one minus the assumed drivetrain-loss fraction before calculation; reverse results are multiplied by that factor to estimate wheel power. Crank inputs are not reduced. A loss percentage is an assumption, not a dyno correction.
Can I use this for an eighth-mile race?
Enable approximate eighth-mile results in Advanced. The page scales quarter-mile ET by 0.6299605 and speed by 0.7937005, using ideal constant-power distance scaling. This is not a simulated or validated 660-foot split. Reverse and target inputs must still be quarter-mile measurements.
Are ET and trap speed predicted as one matched pass?
No. Each is an independent power-to-weight correlation. The model spread is a comparison of formulas, not a confidence interval. A slower ET with similar trap speed can indicate launch or traction losses, but cannot diagnose them alone.
Are my inputs tracked?
No. The calculator runs locally and does not upload, store or attach the entered values to analytics events.
Limits and track safety
These correlations are estimates, not a performance guarantee or vehicle setup certification. They do not simulate traction, shifts, drag, weather or changing power. The assumed loss conversion is not a drivetrain model. Reverse estimates inherit all these limitations.
Test only at a sanctioned motorsport facility under its technical and safety rules. Never test acceleration or top speed on public roads.
Methodology, sources and revision history
Maintained by Starlight Robotics. Updated September 24, 2026. No named independent technical review is claimed.
Calculation checks cover forward/reverse round trips for all models, unit conversions, drivetrain assumptions, target estimates and the published-test error table. These verify implementation, not real-world predictive accuracy.
Mr. Gasket / Holley Hot Rod Calc manual: race-weight practice, ideal-traction limitations and weather effects; its internal algorithms are not reproduced here.
NIST SP 811 conversion factors: 1 lb = 0.45359237 kg; 1 mph = 1.609344 km/h; mechanical hp ≈ 745.6998716 W; metric hp (PS) = 735.49875 W.
Revision history: September 24, 2026 — added reverse and target modes, model comparisons, power-basis conversion, approximate eighth-mile results, examples and a reproducible validation sample. August 2, 2026 — original Hale forward calculator.