Quarter Mile Calculator
Enter flywheel horsepower and total race weight, and this calculator estimates your quarter-mile elapsed time (ET) and trap speed from the two figures that matter most on a drag strip. It uses the Fox equation for ET and the Hale equation for trap speed, both classic power-to-weight rules of thumb. A 300 hp car at 3000 pounds pencils out to about 13.55 seconds at 103.97 mph, a useful baseline before you ever stage the car.
How to estimate a quarter-mile time
- Enter your engine output in the Horsepower (flywheel) field, in hp.
- Enter the Total weight in pounds, including the driver, fuel, and everything aboard for the run.
- Read the Elapsed time (ET) card for the estimated quarter-mile time in seconds.
- Read the Trap speed card for the estimated speed in mph at the end of the strip.
- Click Copy to save the ET and trap speed together as a single line.
Examples
300 hp, 3000 lb sport sedan
300 hp, 3000 lb
about 13.55 s at 103.97 mph
400 hp, 3200 lb pony car
400 hp, 3200 lb
about 12.58 s at 112.00 mph
500 hp, 3500 lb muscle car
500 hp, 3500 lb
about 12.03 s at 117.10 mph
Frequently asked questions
How accurate is this quarter-mile calculator?
It is an estimate, not a timing slip. The Fox and Hale equations tie power and weight to ET and trap speed and usually land within a few tenths for a well-sorted street car, but real results swing with traction, gearing, aerodynamics, altitude, transmission type, and driver skill. Use it to set expectations, not to settle a bet.
Should I use flywheel or wheel horsepower?
The classic equations were built around flywheel (crankshaft) horsepower, so enter that number. If your only figure comes from a chassis dyno, it is wheel horsepower, which is lower because of drivetrain loss. Add roughly 15 percent for a typical manual or automatic before entering it to approximate the flywheel value.
What weight should I enter?
Enter race weight: the full curb weight of the car plus the driver, plus fuel and anything else on board during the pass. Heavier weight raises ET and lowers trap speed, so guessing low here is the most common reason an estimate looks quicker than the car really runs.
Which better reflects engine power, ET or trap speed?
Trap speed is the cleaner read on power-to-weight because it depends far less on how well the car launches. Elapsed time is heavily shaped by the first sixty feet, so a car that spins the tires off the line can post a slow ET yet still trap a fast speed that matches its true power.
What exact equations does this tool use?
ET equals 6.290 times the cube root of weight divided by horsepower. Trap speed equals 224 times the cube root of horsepower divided by weight. Weight is in pounds and power is flywheel horsepower. These are the Fox and Hale forms, close cousins of the older Roger Huntington equations.
Can I work backward from a known ET to estimate horsepower?
Not directly in this tool, which only goes from power and weight to a time. You can, however, try different horsepower values at your real weight until the predicted ET or trap speed matches a timing slip you already have, which brackets your actual output.
Why does my car run slower than the estimate?
The equations assume a clean launch, good traction, and near sea-level air. Street tires, a high-altitude track, a slushy automatic, tall gearing, or a cautious launch all cost time the formula does not know about. Poor air density alone can add a tenth or more to ET on a hot day.
Do these formulas work for electric cars and motorcycles?
They are calibrated for typical gasoline cars, so treat other vehicles as rough guesses. Instant electric torque often beats the predicted ET, while a light motorcycle with a very high power-to-weight ratio falls outside the range the equations were fit to and can read off by more than the usual margin.
Is my data private?
Yes. Every calculation runs locally in your browser, and none of the horsepower or weight figures you enter are sent to a server, so your numbers stay on your device.
Learn more
- ET vs trap speed on the drag strip
What elapsed time and trap speed each really measure, why the two can disagree, and how the Fox and Hale equations turn power and weight into both.
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