ReadyCalculator

⚙️ Pulley Calculator

Calculate Pulley Speed and Ratio

How to Use This Calculator

1

Enter Driver Pulley Diameter

Input the diameter of the driver (power source) pulley in inches.

2

Enter Driven Pulley Diameter

Enter the diameter of the driven (output) pulley in inches.

3

Enter Driver RPM

Input the RPM of the driver pulley (motor speed, typically 1750 or 3450 RPM for AC motors).

4

Calculate

Click calculate to get the speed ratio and driven pulley RPM.

Formula

Speed Ratio = Driver Diameter / Driven Diameter

Driven RPM = (Driver RPM × Driver Diameter) / Driven Diameter

Where:

  • Driver Diameter = Diameter of input pulley (inches)
  • Driven Diameter = Diameter of output pulley (inches)
  • Driver RPM = Speed of driver pulley (RPM)

Example Calculation

If you have:

  • Driver diameter: 4 inches
  • Driven diameter: 8 inches
  • Driver RPM: 1800

Calculation:

Speed Ratio = 4 / 8 = 0.5:1 (2:1 reduction)
Driven RPM = (1800 × 4) / 8 = 7200 / 8 = 900 RPM

About Pulley Calculator

The Pulley Calculator is a practical tool for engineers, mechanics, and DIY enthusiasts working with belt-driven systems. Pulleys are used to transfer power and change speed between rotating shafts. This calculator helps determine the speed ratio between pulleys and calculate the output speed of a driven pulley based on input speed and pulley diameters.

When to Use This Calculator

  • Machine Design: Calculate speed ratios for belt-driven machinery
  • Motor Selection: Determine required motor speed for desired output speed
  • Pulley Sizing: Select appropriate pulley sizes to achieve target speed ratios
  • System Troubleshooting: Verify pulley ratios in existing equipment
  • DIY Projects: Design pulley systems for workshops and custom machinery

Why Use Our Calculator?

  • Instant Results: Get speed ratio and RPM calculations immediately
  • Easy to Use: Simple interface requiring only pulley diameters and input RPM
  • Accurate: Uses standard mechanical engineering formulas
  • 100% Free: No registration or payment required
  • Educational: Includes detailed formula explanations and examples
  • Practical: Essential for belt-driven system design

Common Applications

AC Motors: Calculate output speeds when connecting motors (typically 1750 or 3450 RPM) to equipment requiring different speeds.

Machinery: Design pulley systems for lathes, drill presses, bandsaws, and other workshop equipment.

Automotive: Calculate ratios for serpentine belt systems, supercharger drives, and accessory pulleys.

Industrial Equipment: Design belt drive systems for conveyors, pumps, compressors, and manufacturing equipment.

Tips for Accurate Results

  • Measure pulley diameters accurately - use the outer diameter for V-belt pulleys
  • Larger driver pulley = faster driven speed (speed increase)
  • Larger driven pulley = slower driven speed (speed reduction)
  • For multiple pulley systems, calculate step-by-step or multiply ratios
  • Consider belt slip (typically 2-5%) in real-world applications - actual speed may be slightly less

Frequently Asked Questions

What is a speed ratio?

Speed ratio is the relationship between driver and driven pulley speeds. A 2:1 ratio means the driven pulley turns at half the speed of the driver. A 0.5:1 ratio means the driven turns at twice the speed.

How do I increase or decrease speed?

To increase driven speed: make the driver pulley larger or the driven pulley smaller. To decrease speed: make the driver pulley smaller or the driven pulley larger.

Does belt type affect the calculation?

The diameter-based calculation works for all belt types (V-belt, flat belt, timing belt). However, use the effective pitch diameter for timing belts rather than outer diameter.

What about belt slip?

Belt slip typically ranges from 2-5% depending on belt tension, condition, and load. For precise applications, account for slip by reducing calculated speed by 2-5%.

Can I use this for multiple pulleys?

For multiple pulley systems, calculate each stage separately or multiply the speed ratios together. For example, two 2:1 reductions in series give a total 4:1 reduction.