## Is Nm same as HP?

Motor Power P(HP) is equal to the torque T(Nm) in Newton meter times of speed N(rpm) divided by 7127. Example: A motor can provide 144Nm at 1480 rpm.

## How do you calculate torque in Nm?

- Torque (lb.in) = 63,025 x Power (HP) / Speed (RPM)
- Power (HP) = Torque (lb.in) x Speed (RPM) / 63,025.
- Torque (N.m) = 9.5488 x Power (kW) / Speed (RPM)
- Power (kW) = Torque (N.m) x Speed (RPM) / 9.5488.

**How do you convert Nm to HP?**

Quick conversion chart of hp to N-m/s

- hp to N-m/s = 746 N-m/s.
- hp to N-m/s = 1492 N-m/s.
- hp to N-m/s = 2238 N-m/s.
- hp to N-m/s = 2984 N-m/s.
- hp to N-m/s = 3730 N-m/s.
- hp to N-m/s = 4476 N-m/s.
- hp to N-m/s = 5222 N-m/s.
- hp to N-m/s = 5968 N-m/s.

### What is Nm in torque?

Torque is measured in Newton metres (Nm) or you might see the imperial measurement of lb-ft (pounds-feet). If you want to calculate the conversion for yourself, 1 Nm is equivalent to 0.738 lb/ft.

### How do you calculate Nm?

Motor Torque T(Nm) in Newton meter (Nm) is equal to 9.554140127times of the electric power P(W) in watts divided by the speed N(rpm) in rpm. Example: Calculate the rated torque can be developed by the 22000 Watts, 1490 rpm three-phase motor. T(Nm) = 144 Nm.

**How many nanometers are in a Watt?**

1 N-m/s is equal to 1 watt.

## How do you convert Nm to ft lbs torque?

One foot-pound (ft/lb) is equal to 1.356 newton-meters (Nm). To convert newton-meters (Nm) to foot-pounds (ft/lbs) all you need to do is divide your figure (Nm) by 1.356.

## How do you calculate horsepower from torque?

The equation to calculate horsepower is simple: Horsepower = Torque x RPM / 5,252.

**How do you convert Nm to kW?**

Torque (Nm) to kW calculation: kW = 0.105 x Nm x rpm / 1000.

### How do you convert Nm to watts?

One watt is equal to 1 Newton-meter per second (Nm/s). You can multiply the amount of torque in Newton-meters by the rotational speed in order to find the power in watts.

### How do I calculate torque?

To calculate load torque, multiply the force (F) by the distance away from the rotational axis, which is the radius of the pulley (r). If the mass of the load (blue box) is 20 Newtons, and the radius of the pulley is 5 cm away, then the required torque for the application is 20 N x 0.05 m = 1 Nm.

**How do you calculate torque from distance?**

Measure the distance, r , between the pivot point and the point the force is applied. Determine the angle θ between the direction of the applied force and the vector between the point the force is applied to the pivot point. Multiply r by F and sin θ and you will get the torque.