Torque Calculator
Calculate torque from horsepower or force
Calculation Method
Formula
Torque = (HP x 5252) / RPM
Torque
Unit Conversions
Common Torque Specs Reference
What the Torque Calculator Does
The torque calculator turns the two most common torque problems in the garage and on the dyno into instant numbers. In its first mode it derives engine torque from horsepower and RPM, the exact relationship a dyno chart is built on. In its second mode it derives torque from a force applied at the end of a lever arm, which is what happens every time you pull on a breaker bar or read a torque wrench. Whichever path you choose, the tool reports the result in three units at once: pound-feet (lb-ft), newton-meters (Nm), and kilogram-meters (kg-m).
Torque is rotational force - the twisting effort that actually turns a crankshaft, a driveshaft, or a fastener. Horsepower, by contrast, is the rate at which that twisting work is done. People frequently mix the two up, but they are not interchangeable: an engine can make enormous torque at low RPM yet modest horsepower, while a high-revving engine can make big horsepower from comparatively little torque. This automotive torque calculator keeps the distinction clear by showing you precisely how the numbers convert, so you can read a dyno sheet, size a fastener, or plan an engine build with confidence.
Because torque is the single most useful number for predicting how a vehicle accelerates off the line and for tightening bolts to spec, an accurate torque converter belongs in every enthusiast's toolkit. Enter your figures, pick your method, and the calculator handles the conversion math for you - including the awkward lb-ft to Nm step that trips up so many spreadsheets.
Torque From Horsepower and RPM
The relationship between horsepower, torque, and engine speed is fixed by the definition of horsepower itself. James Watt defined one mechanical horsepower as 33,000 foot-pounds of work per minute. When you convert that into rotational terms (multiplying by 2π radians per revolution and dividing through), you arrive at the magic constant 5252. That is why every dyno graph crosses horsepower and torque at exactly 5252 RPM - at that engine speed the two curves are numerically identical by definition.
To get engine torque in pound-feet, the calculator multiplies horsepower by 5252 and divides by RPM. It then converts that lb-ft value to newton-meters by multiplying by 1.3558, and to kilogram-meters by dividing the Nm figure by 9.80665 (standard gravity). These are the exact constants used in the page's code, so the on-screen answer and the worked examples below always agree.
This mode is ideal when you have a peak horsepower rating and the RPM at which it occurs, and you want to know the corresponding torque. It is also handy for sanity-checking a dyno pull: if the printed torque does not match HP × 5252 / RPM at any given point, the chart or the data is suspect.
Torque From Horsepower
Where:
- HP= Engine power in mechanical horsepower
- RPM= Engine speed in revolutions per minute
- 5252= Constant linking HP, torque, and RPM (33,000 / 2π)
- Nm= Newton-meters = lb-ft × 1.3558
- kg-m= Kilogram-meters = Nm / 9.80665
Torque From Force and Lever Arm
The second mode uses the textbook definition of torque as a moment: a force applied at a distance from the axis of rotation. The calculator multiplies the force in pounds by the lever arm in feet to give torque in pound-feet, then applies the same conversions to Nm and kg-m. This is the math behind a torque wrench, a breaker bar, and any fastener-tightening job.
The key practical insight is that lever length multiplies your effort. A 50 lb pull on a 2-foot bar produces the same 100 lb-ft as a 100 lb pull on a 1-foot bar. That is why a long breaker bar loosens a stubborn lug nut that a short ratchet cannot budge - you are simply using more lever arm. It is also why you must hold a torque wrench at its handle, not partway up the beam, or the indicated torque will be wrong.
Keep the units consistent: this torque calculator expects force in pounds and the arm in feet to return lb-ft. If you measure the arm in inches, divide by 12 before entering it, or your result will be off by a factor of twelve.
Torque From Force
Where:
- Force= Applied force in pounds (lbs)
- Lever Arm= Perpendicular distance from the axis in feet
- Nm= Newton-meters = lb-ft × 1.3558
- kg-m= Kilogram-meters = Nm / 9.80665
Torque Unit Conversions Explained
Torque shows up in three units depending on where you live and what you are reading. North American shop manuals use pound-feet (lb-ft), the SI standard is newton-meters (Nm), and older European and Japanese specs sometimes use kilogram-meters (kg-m). This torque converter displays all three from a single calculation so you never have to juggle a second tool.
| From | To | Multiply By |
|---|---|---|
| lb-ft | Nm | 1.3558 |
| Nm | lb-ft | 0.7376 |
| Nm | kg-m | 0.10197 (÷ 9.80665) |
| lb-ft | kg-m | 0.13826 |
The reason 1 lb-ft equals 1.3558 Nm is straightforward: one pound-force is 4.4482 newtons and one foot is 0.3048 meters, and 4.4482 × 0.3048 = 1.3558. To go from Nm to kg-m you divide by standard gravity (9.80665 m/s²), because a kilogram-meter is the torque produced by one kilogram-force acting through one meter. Knowing these factors lets you cross-check the calculator's output by hand.
How to Use This Torque Calculator
Using the torque calculator takes only a few seconds once you decide which quantity you already know.
- Pick a method with the toggle: From HP & RPM for engine output, or From Force for a wrench or lever problem.
- In HP mode, type the horsepower figure and the RPM at which it is produced. In force mode, type the force in pounds and the lever arm in feet.
- Read the headline torque in lb-ft, then the full breakdown in lb-ft, Nm, and kg-m in the Unit Conversions card.
- Use the built-in Common Torque Specs Reference for quick fastener targets such as lug nuts, spark plugs, and head bolts.
For dyno work, enter the peak HP and the RPM it occurs at to find peak torque, or sample several RPM points to rebuild the torque curve. For shop work, the force mode tells you how hard to pull on a known-length bar to reach a target torque - invaluable when a calibrated torque wrench is not on hand. Always favor a real torque wrench for safety-critical fasteners; treat the calculator as a planning and conversion aid rather than a substitute for proper tools.
Worked Examples
Peak Torque From a 400 HP Engine
Problem:
A naturally aspirated V8 makes its peak 400 horsepower at 5,000 RPM. What is the corresponding torque in lb-ft, Nm, and kg-m?
Solution Steps:
- 1Apply the formula: Torque = (HP × 5252) / RPM = (400 × 5252) / 5000.
- 2Numerator: 400 × 5252 = 2,100,800; divide by 5000 = 420.16 lb-ft.
- 3Convert to Nm: 420.16 × 1.3558 = 569.66 Nm.
- 4Convert to kg-m: 569.66 / 9.80665 = 58.09 kg-m.
Result:
About 420.2 lb-ft (569.66 Nm / 58.09 kg-m) at 5,000 RPM.
Loosening a Lug Nut With a Breaker Bar
Problem:
You apply 100 lbs of force to the end of a 1.5-foot breaker bar. How much torque are you delivering to the lug nut?
Solution Steps:
- 1Apply the force formula: Torque = Force × Lever Arm = 100 × 1.5.
- 2Multiply: 100 × 1.5 = 150 lb-ft.
- 3Convert to Nm: 150 × 1.3558 = 203.37 Nm.
- 4Convert to kg-m: 203.37 / 9.80665 = 20.74 kg-m.
Result:
150 lb-ft (203.37 Nm / 20.74 kg-m) - well above a typical 80-100 lb-ft lug spec, so the nut should break free.
High-RPM Engine Torque Check
Problem:
A track-built engine peaks at 500 HP but spins to 6,500 RPM to get there. How much torque does that represent?
Solution Steps:
- 1Apply the formula: Torque = (HP × 5252) / RPM = (500 × 5252) / 6500.
- 2Numerator: 500 × 5252 = 2,626,000; divide by 6500 = 404.0 lb-ft.
- 3Convert to Nm: 404.0 × 1.3558 = 547.74 Nm.
- 4Note: despite 100 more HP than the 400 HP example, peak torque is lower because the power peaks at much higher RPM.
Result:
About 404.0 lb-ft (547.74 Nm) at 6,500 RPM.
Tips & Best Practices
- ✓Always enter the RPM at which the horsepower is actually produced - using peak HP with the wrong RPM gives a meaningless torque figure.
- ✓Remember the 5252 rule: HP and torque curves always cross at 5252 RPM on any dyno chart.
- ✓Keep force in pounds and lever arm in feet for lb-ft; convert inches to feet by dividing by 12 first.
- ✓Use a long lever arm to loosen stubborn fasteners, but switch to a calibrated torque wrench for final tightening.
- ✓Cross-check unit conversions: 1 lb-ft = 1.3558 Nm and 1 Nm = 0.10197 kg-m.
- ✓Never exceed manufacturer torque specs on safety-critical bolts like head bolts, axle nuts, and caliper bolts.
- ✓Grip a torque wrench at its handle, not up the beam, or the indicated torque will be inaccurate.
- ✓High peak RPM lowers torque for a given horsepower - factor this in when comparing engines.
Frequently Asked Questions
Sources & References
- Torque - Wikipedia (2025)
- Horsepower - Wikipedia (2025)
- Torque - Engineering ToolBox (2023)
- Newton-metre - Wikipedia (2025)
Last updated: 2026-06-05
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Editorial Note
MyCalcBuddy Editorial Team
This page is maintained as an educational calculator reference.
Formula Source: Standard Mathematical References
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