 Diameter of the large pulley
in
Diameter of the small pulley
in
Pulley centre distance
in
Belt length
in

# Belt Length Calculator

By Julia Żuławińska

Welcome to the belt length calculator! If you need to determine the length of any belt - be it a timing, ribbed, flat, or v-belt - you are in the right place. In the following text, we will introduce you to the belt length formula and show you how to use it.

Check out this pulley calculator to find out more about pulley RPM, speed, and belt tension.

## Two pulley system - belt length

Pulleys can trace their origins to before 200 B.C. Originally, they were used to lift buckets of water from wells, rivers, etc. Nowadays they are everywhere - in clocks mechanisms, on construction sites and in elevators to name a few. System like this are used to transmit torque (or power) across axles, providing mechanical advance. Let's learn how to calculate the length of a belt in a two-pulley system with differing diameters of pulleys. You can do it by inputting the distance between the axles of the pulleys and their diameters into the following formula:

` Belt length = ((DL + DS) * π / 2) + (2 * L) + (DL - DS)2 / (4 * L)`

where:

• `DL` is the diameter of the large pulley.
• `DS` is the diameter of the smaller pulley.
• `L` is s the distance between the pulley axles.

With our belt length calculator, you can also calculate the distance between the centers of two pulleys for a given belt length.

## How to compute like our belt length calculator?

1. Let's say that you own a factory and you need to calculate a v-belt length. The diameters of the pulleys are 15 and 30 cm, and you want the distance between them to be 1.5 meters.
• `DL = 30 cm = 0.3 m`
• `DS = 15 cm = 0.15 m`
• `L = 1.5 m`
1. Input the values into the equation. Note that the units are not relevant as long as they're the same for all variables.
• `Belt Length = ((0.3 + 0.15) * π / 2) + (2 * 1.5) + (0.3 - 0.15)2 / (4 * 1.5) = 3.71 m`

Interested in mechanics? The mechanical advantage calculator will ease you into the world of simple machines!

Julia Żuławińska

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