The standard quarter-mile elapsed time formula — ET = 6.269 × (weight ÷ WHP)^⅓ — traces back to drag racing writer Roger Huntington’s empirical work in the 1950s (his original formula used a constant of 6.290), later refined into the 6.269 version by physics professor Geoffrey Fox at Santa Clara University.1 For street-tyred cars on a prepped surface, it predicts elapsed time within roughly 0.1–0.2 seconds. Use our ET calculator to run the numbers for your build.
The Formula Explained
The three variables are:
- Weight — total weight of car plus driver at launch (lb)
- WHP — wheel horsepower (measured at the rear wheels on a dyno)
- 6.269 — the empirical constant derived from track data
For trap speed, the companion formula is: Trap Speed = 234 × (WHP ÷ weight)^⅓ (mph). These two numbers together let you cross-check your ET. If your actual trap speed is higher than predicted but your ET is slower, you’re losing time in the 60-foot (reaction + launch).
Sample Calculations
Recomputed directly from the formula above — always verify any published ET/weight/power table yourself rather than trusting it at face value.
| Build | Weight (lb) | WHP | Predicted ET | Trap Speed |
|---|---|---|---|---|
| Stock V8 Mustang | 3,800 | 380 | 13.5s | 109 mph |
| Naturally Aspirated Build | 3,400 | 500 | 11.9s | 124 mph |
| Turbo Build (street weight) | 3,200 | 700 | 10.4s | 141 mph |
| Purpose-built drag car | 2,600 | 900 | 8.9s | 164 mph |
Where the Formula Is Accurate
The ET formula works best for:
- Rear-wheel-drive cars on DOT-approved radial tyres
- Naturally aspirated or mildly boosted engines
- Cars running on a prepped track surface
- Experienced drivers with a consistent, well-practiced launch
Where It Breaks Down
The formula is less accurate for:
- High-traction drag radials or slicks — these consistently beat the base formula’s assumptions
- All-wheel drive cars — AWD launch traction typically outperforms what the formula assumes for a RWD car
- High-boost builds where power delivery is uneven
- Cars with significant aerodynamic downforce
Some racers use a lower constant (roughly 5.5–5.9 rather than 6.269) to model slick-tyred or AWD cars more accurately — treat this as a rough community rule of thumb to calibrate against your own timeslips, not a validated universal substitute.
Using the ET Formula for Build Planning
The real value of the ET formula is working backwards. Want to run 10.0? Set ET = 10.0, plug in your target weight, and solve for the WHP you need. This lets you plan your build around a performance target rather than guess. Use the DragPlus ET calculator to model multiple build scenarios side by side.
For a deeper look at the underlying physics — including how power-to-weight ratio, aerodynamic drag, and launch dynamics interact — see How to Predict Your Quarter-Mile ET: The Physics, Formula & Real-World Results.
Sources
- Stealth 316 — Formulas for 1/4 Mile ET & MPH vs HP & Weight (Huntington/Fox formula history)
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“name”: “Is wheel horsepower or crank horsepower used in the ET formula?”,
“acceptedAnswer”: {“@type”: “Answer”, “text”: “Wheel horsepower (WHP) — measured at the rear wheels on a dyno. Crank figures are not used because drivetrain losses vary too much between cars (manual gearboxes and automatics lose meaningfully different amounts), so a crank-HP figure would need a correction factor that isn’t consistent across vehicles.”}
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“@type”: “Question”,
“name”: “Why is my actual ET slower than the formula predicts?”,
“acceptedAnswer”: {“@type”: “Answer”, “text”: “The most common reasons are: poor 60-foot time (launch/traction issue), high altitude (air density), hot ambient temperature, or an overestimated dyno figure. The formula assumes a well-driven car on a prepped surface at sea level.”}
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“acceptedAnswer”: {“@type”: “Answer”, “text”: “For street-driven turbo cars on radial tyres, accuracy is typically within a few tenths of a second. High-boost builds that make power in a narrow RPM band can deviate further because the formula assumes relatively linear power delivery.”}
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