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Pulley Diagram Generator for Fixed, Movable & Compound Pulleys

Generate labeled pulley diagrams — fixed pulleys, movable pulleys, compound pulley systems, and block-and-tackle rigs. Show the rope, load, effort force, axle, and mechanical advantage in a clean, textbook-style diagram. Free.

Fixed, movable & compound pulley typesRope, load, effort, axle & MA labeledBlank versions for worksheetsDownload images — free

AI Pulley Diagram

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AI-generated — review labels and mechanical advantage for accuracy before using in class

Pulley Diagram Examples

Fixed pulleys, movable pulleys, compound systems, and block-and-tackle rigs

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Fixed Pulley

A fixed pulley changes the direction of the effort force but not its magnitude — mechanical advantage = 1.

fixed-pulleyforce-directionMA-1

Movable Pulley

A movable pulley halves the effort needed to lift a load — mechanical advantage = 2.

movable-pulleymechanical-advantageMA-2

Compound Pulley System

Combining fixed and movable pulleys multiplies mechanical advantage — four rope segments give MA = 4.

compound-pulleyblock-and-tackleMA-4

Block and Tackle

A block and tackle uses two multi-sheave blocks and multiple rope segments to lift very heavy loads with little effort.

block-and-tacklerope-segmentseffort

Mechanical Advantage Comparison

Fixed vs. movable pulley side by side — showing how MA changes with pulley type.

comparisonfixed-pulleymovable-pulley

Blank Pulley Worksheet

An unlabeled version for worksheets and quizzes — students fill in rope, load, effort, axle, and wheel.

blankworksheetlabeling

What is a pulley diagram?

A pulley diagram is a labeled technical drawing that shows how a pulley system transmits force. It identifies the wheel (with its grooved rim), the axle it rotates on, the rope (or belt) running over the groove, the load being lifted or moved, and the effort force applied by the user. A good pulley diagram also notes the mechanical advantage — how many times the pulley multiplies the input force — so it is clear how much effort is needed relative to the load. Pulley diagrams appear in physics textbooks for Newton's laws, force and work, and simple machines units.

The three main types of pulleys

  • Fixed pulley: the axle is attached to a fixed support (ceiling, beam, or post). The rope runs over the wheel. A fixed pulley does not multiply force — mechanical advantage = 1 — but it changes the direction of the effort, allowing you to pull down to lift a load up.
  • Movable pulley: the axle is attached to the load, not to a fixed support. Two rope segments support the load, so the mechanical advantage = 2, meaning you lift with half the force. The trade-off is that the rope must move twice as far as the load.
  • Compound pulley (block and tackle): a combination of fixed and movable pulleys. Mechanical advantage equals the number of rope segments supporting the movable block. Four segments give MA = 4; six segments give MA = 6. Block-and-tackle systems are used on sailing ships, cranes, and construction equipment.

Key parts labeled on a pulley diagram

  • Wheel: the circular disk with a grooved rim that guides the rope. It is the rotating part of the pulley.
  • Axle: the pin or shaft at the center of the wheel. In a fixed pulley the axle is attached to a support; in a movable pulley the axle is attached to the load.
  • Rope (or cable): runs in the groove of the wheel. The tension in the rope transmits the force from where you pull to the load.
  • Load (resistance force): the weight or object being lifted or moved, acting downward due to gravity.
  • Effort (applied force): the force exerted by the user or motor to move the load. In a fixed pulley it equals the load; in a movable pulley it is halved.
  • Mechanical advantage (MA): the ratio of load force to effort force. Calculated as the number of rope segments supporting the movable block.

How mechanical advantage is calculated

Mechanical advantage (MA) for a pulley system equals the number of rope segments directly supporting the load (the movable block). Count every rope segment that is attached to or passes under the movable pulley or load block — each segment carries an equal share of the load. A single fixed pulley has one segment under the load, so MA = 1. A single movable pulley has two segments, so MA = 2. A compound system with three movable pulley wheels and one fixed wheel can have six supporting segments, giving MA = 6. The effort required is Load ÷ MA, and the rope must be pulled MA times as far as the load moves (the work-energy principle — you gain force but give up distance).

Fixed pulley vs. movable pulley

The key difference is where the axle is mounted. A fixed pulley's axle is bolted to a support, so the wheel spins but doesn't move — it only redirects the rope. A movable pulley's axle is free to move up and down with the load, so the wheel rises as you pull. Because two rope segments share the load on a movable pulley, each carries only half the weight, halving the effort needed. Combining both types in a compound system lets you stack mechanical advantages and lift loads many times heavier than the applied effort.

How to generate a labeled pulley diagram

  • Type a description of the pulley system you need — fixed, movable, compound, or block-and-tackle.
  • Specify what to label: rope, load, effort, axle, wheel, mechanical advantage, rope segments, or force directions.
  • For worksheets, ask for a blank (unlabeled) version so students can fill in the parts.
  • Download the image and drop it into your slides, notes, or printed worksheet.

Frequently Asked Questions

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