N, kgf, lbf
cm, inch, ft, m, ft/in
Torque = Force × Distance
If you have ever tightened a bolt, used a wrench, installed a car wheel, opened a stubborn lid, or worked with any rotating machine, you have already dealt with torque. Torque is the “turning effect” of a force. It is what makes things rotate instead of just moving in a straight line.
People usually notice torque only when something goes wrong. A bolt loosens after a few days, a wheel nut is overtightened and snaps, a lever feels “too hard” to move, or a tool does not give enough turning power. That is why a clear torque number matters. It helps you apply the right amount of turning force, not just “as tight as possible.”
This calculator helps you work with torque values in Newton-meters (N·m). It supports two practical situations: calculating torque from a force and a distance, and converting torque between common units. Both are useful, but they solve different real-world problems.
Torque answers one simple question: “How strongly am I turning this object around a point?” That “point” might be the center of a bolt, a wheel axle, a door hinge, or a motor shaft.
The important thing to understand is this: torque is not only about how much force you apply. It also depends on where you apply it. If you push closer to the pivot, you need more force. If you push farther away using a longer handle, you need less force for the same turning effect.
That is why a short wrench feels harder than a long wrench. The long wrench gives your hand more leverage, which increases torque even if your body strength stays the same.
Newton-meter can be confusing because people use it in two different ways:
Torque calculation: You know the force you are applying and the distance from the pivot, and you want to know the torque you are creating.
Torque conversion: You already have a torque value (for example, from a manual, a spec sheet, or a torque wrench setting) and you want to convert it to another unit.
Many people see a converter that does not ask for distance and assume it is wrong. It is not wrong. It is simply solving a different problem. A conversion tool assumes torque is already known. A calculator assumes torque is unknown and must be computed from force and distance.
Torque is a practical number. It is used in everyday work because it prevents two common failures: under-tightening and over-tightening. Both can be expensive, unsafe, and difficult to detect until something fails.
Wheel nuts have recommended torque values for a reason. Too little torque can let the wheel loosen while driving. Too much torque can stretch or damage the bolt, make it difficult to remove later, or warp parts such as brake components. Mechanics rely on torque specs to keep things safe and consistent.
In machines with vibration or movement, correct torque prevents parts from gradually loosening. In assembled products, correct torque prevents over-compressing materials, stripping threads, or damaging components.
If a task feels too hard, torque helps you understand why. A longer lever arm (like a longer wrench handle) increases torque without needing extra force. Torque explains why a longer spanner makes the same bolt easier to loosen.
Motors are often rated by torque because torque is directly connected to how well the motor can turn a load. Higher torque usually means stronger ability to rotate heavier resistance, especially at low speeds.
Torque is calculated using the idea of “force applied at a distance from a pivot.” In plain English:
The stronger you push or pull, the more turning effect you create.
The farther from the pivot you apply that push, the more turning effect you create.
That is why torque increases in two ways:
Increase the force, torque increases.
Increase the distance (lever length), torque increases.
The calculator takes your force input, converts it into Newtons if needed, takes your distance input, converts it into meters if needed, and then combines them to output torque in N·m.
In the converter mode, the calculator assumes your torque is already known. It simply converts that torque number into other units such as N·cm, lbf·ft, and lbf·in. There is no distance input in that mode because distance is not part of unit conversion.
Let’s say you are tightening something with a wrench. You apply a steady force of 50 N at the end of a 0.25 m wrench handle.
You want to know: what torque are you producing?
Force = 50 N
Distance from pivot = 0.25 m
Torque is the result of multiplying those two values.
Torque = 50 × 0.25 = 12.5 N·m
Now the important part is what this means. 12.5 N·m is a moderate torque for small fasteners and light-duty work. It is not large enough for heavy vehicle wheel nuts, but it might be fine for many household tasks and light mechanical assemblies.
If you keep the same force but use a longer wrench, torque increases automatically. If the wrench length becomes 0.5 m:
Torque = 50 × 0.5 = 25 N·m
You doubled the distance, so you doubled the torque without becoming “twice as strong.”
The torque number you get is only meaningful when you compare it to a requirement or expectation. Torque is not “good” or “bad” by itself. It is correct only if it matches the job.
Low torque usually means the fastener may not clamp tightly enough. Over time, vibration and movement can loosen it. You may also get leaks, rattling parts, or alignment issues depending on what you are tightening.
High torque can be even more damaging. It can strip threads, crack parts, permanently stretch bolts, or deform materials. You might not notice the damage immediately, but the failure often appears later when the part breaks or becomes impossible to remove.
Torque depends on the distance from the pivot, so two people can apply the same torque using different forces if their tool lengths differ. A short tool requires higher force. A long tool requires lower force.
This is exactly why torque wrenches exist. They help you apply a specific torque reliably rather than guessing based on feel.
People often enter “weight-like” force values in kilograms and assume that means Newtons. But kilograms are mass, not force. In real life, many people push with something that feels like a weight value, so they use kgf. If your input is in kgf, the calculator converts it into Newtons correctly.
The safest approach is simple: choose the correct force unit that matches what you actually know. If you only know the value from a scale-like reading, kgf is often what you mean. If you are reading a force value from engineering data, it is usually already in Newtons.
The distance is not the length of the object. It is the distance from the pivot point to where the force is applied.
For example, if you hold a wrench halfway up the handle, your effective distance is shorter than the wrench’s full length. Your torque will be lower than expected even if your force feels the same.
Torque in N·m requires meters. If you input centimeters or inches, the calculator converts it for you. Without conversion, you would get a result that looks reasonable but is numerically wrong.
This is the big one. If you already know a torque value and you are only converting units, you do not need force or distance at all. That is why conversion tools do not ask for distance.
If you are trying to create torque from a force and a lever length, you must include distance.
Real life is messy. If you are not pushing at a right angle to the lever, your effective torque can be lower. If you are pushing at an angle, some of your effort turns into sideways force instead of rotation.
This calculator assumes a clean, ideal situation where the force is applied in the most effective direction. That is the standard assumption for torque calculations unless you are doing advanced analysis.
This calculator is designed to give you a clear and reliable torque number from a simple set of inputs. That also means it makes a few important assumptions.
The maximum torque happens when the force is applied at a 90-degree angle to the lever arm. If the angle is smaller, the effective turning force is reduced. This calculator does not ask for angle, so it cannot model angled pushes.
When tightening bolts, the torque you apply does not convert perfectly into clamping force. Thread friction, lubrication, rust, dirt, and surface conditions can cause the same torque setting to produce different real results.
That is why torque specifications sometimes come with special notes such as “dry threads” or “lubricated threads.” This calculator does not attempt to predict those effects. It calculates torque only.
A torque number is most valuable when it is tied to an actual requirement. If you are working on safety critical parts (especially vehicles), the correct torque value should come from the manufacturer or a trusted service manual. This calculator helps you understand and convert torque, but it cannot tell you what torque you should use for a specific bolt.
Motors often produce torque that changes with speed. Real systems also have acceleration, inertia, and mechanical losses. This calculator focuses on straightforward torque calculations and unit conversions, not advanced mechanical system modeling.
This calculator is the right choice when you want torque from a force and a lever distance, or when you want to convert torque between common units.
It is not the right tool when:
You need to calculate bolt clamping force directly from torque in a real assembly with lubrication and thread friction.
You are trying to estimate motor torque from electrical power without proper motor specifications.
Your force is applied at a large angle and you need angle-aware torque calculations.
You want a safety-certified torque procedure. In professional work, you still need the correct tool and the correct official torque spec.
A torque number becomes useful when you use it to remove guessing from your decisions. Instead of relying on “feel,” you can think in terms of a controlled turning effect.
Do not tighten until it “feels tight.” Tightening by feel changes between people, tool lengths, and even hand fatigue. If you have a recommended torque setting, use it. If you do not, be cautious about over-tightening.
Before applying extreme force, increase the lever length. A longer handle increases torque safely without requiring you to push dangerously hard. This is a smarter way to increase turning effect.
Some regions and industries use lbf·ft or lbf·in instead of N·m. If you are reading a manual, buying a torque wrench, or working with an imported specification, conversions are not optional. You must convert correctly or you will over-tighten or under-tighten by a large margin.
Torque units look different, but they all represent the same idea: force multiplied by distance.
| Unit | What it represents | Where you commonly see it |
|---|---|---|
| N·m | Newton × meter | Most international engineering specs |
| N·cm | Newton × centimeter | Small torque applications, light tools |
| lbf·ft | Pound-force × foot | US automotive and tool specifications |
| lbf·in | Pound-force × inch | Precision, small fasteners, torque screwdrivers |
Torque is one of those measurements that is easy to misunderstand because it is not just “how hard you push.” It depends on both force and leverage. Once you understand that, torque becomes simple and practical.
Use the torque calculation mode when you know your force and lever length and want to understand the turning power you are applying. Use the conversion mode when you already know the torque and need it in a different unit.
Most mistakes happen because people mix units or ignore the distance from the pivot. If you keep those two details correct, your torque number will be reliable and meaningful for real decisions.