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Pulley System Calculator

Calculate mechanical advantage, effort force, load capacity, belt speed, and torque for block and tackle or belt drive pulley systems with efficiency analysis.

%
N

Enter load weight to calculate effort force needed to lift it

Common Pulley Configurations

Single Fixed:MA = 1
Single Movable:MA = 2
Gun Tackle:MA = 2
Luff Tackle:MA = 3
Double Tackle:MA = 4
Gyn Tackle:MA = 5
Threefold Purchase:MA = 6
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Pulley System Analysis & Design

Pulley systems are fundamental mechanical devices used to lift loads, change force direction, and transmit power. Our calculator handles both block and tackle (rope and pulley) systems for lifting applications and belt drive systems for power transmission, helping you determine mechanical advantage, required effort, and system efficiency.

What is a Pulley System?

A pulley is a wheel on an axle that supports movement of a cable or belt. Block and tackle systems use multiple pulleys to multiply force, allowing heavy loads to be lifted with less effort. Belt drive systems transmit power between shafts, allowing speed and torque conversion based on pulley diameter ratios.

Key Pulley Formulas

MA = n (rope sections), Speed Ratio = D1/D2, Belt Length = 2C + pi(D1+D2)/2 + (D1-D2)^2/(4C)

Why Use a Pulley Calculator?

Optimize Lifting Systems

Determine the exact mechanical advantage needed to lift specific loads safely.

Design Belt Drives

Calculate correct pulley sizes for desired speed and torque ratios.

Account for Efficiency

Real systems lose energy to friction - include efficiency in calculations.

How to Use the Calculator

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Common Applications

Crane & Hoist Design

Calculate pulley systems for construction cranes, hoists, and lifting equipment.

Machine Tool Drives

Design belt drives for lathes, drill presses, and other machine tools.

HVAC Systems

Size belt drives for fans, blowers, and compressors.

Automotive Applications

Calculate accessory drive ratios for alternators, water pumps, and A/C compressors.

Frequently Asked Questions

The mechanical advantage equals the number of rope sections supporting the load. With MA of 4, you apply 1/4 the force but must pull the rope 4 times the distance. Work (force x distance) remains constant.

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