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This lesson covers linkage mechanisms — assemblies of rigid bars connected by pivots that transmit and transform motion. Linkages are a key topic in AQA GCSE Design and Technology (8552), Section 3.1.5.
A linkage is a mechanical system made of rigid bars (links) connected by pivots (joints). Linkages are used to:
Linkages are found in everyday products such as scissors, windscreen wipers, folding chairs, desk lamps and car steering systems.
| Pivot Type | Description | Diagram Symbol |
|---|---|---|
| Fixed pivot | Attached to a frame or chassis — the link can rotate about this point but the pivot does not move | Triangle/ground symbol |
| Movable pivot | Connects two links — both the pivot and the links can move | Small circle at the joint |
A reverse motion linkage makes the output move in the opposite direction to the input. When the input bar moves up, the output bar moves down (and vice versa).
| Example | How the Linkage Is Used |
|---|---|
| Seesaw | One end goes up while the other goes down |
| Windscreen wipers (some types) | Input motion from the motor is reversed to drive wipers in opposite arcs |
| Nut crackers (some designs) | Squeezing the handles causes the jaws to close |
| Pedal bin | Pressing the pedal down causes the lid to lift up |
AQA Exam Tip: To identify a reverse motion linkage in a diagram, look for a central bar with a fixed pivot in the middle and links on either side that move in opposite directions.
A parallel motion linkage makes the output move in the same direction and by the same distance as the input, while remaining parallel.
| Example | How the Linkage Is Used |
|---|---|
| Car windscreen wipers | Both wipers sweep across the screen in the same direction simultaneously |
| Toolbox drawers | Drawers slide out while remaining level and parallel |
| Vehicle suspension | Ensures the wheel remains vertical as the suspension moves up and down |
| Folding clothes airer | Arms fold out in parallel to create a uniform drying space |
| Lazy tongs / pantograph | Extending mechanism that maintains parallel motion |
A bell crank linkage changes the direction of motion by 90° (a right angle). It is essentially an L-shaped lever with a fixed pivot at the corner.
| Example | How the Linkage Is Used |
|---|---|
| Bicycle brake | Squeezing the horizontal brake lever applies a vertical force to the brake pads via a bell crank |
| Door bell (old-fashioned) | Pulling a wire horizontally causes a striker to swing vertically — hence the name "bell crank" |
| Aircraft control surfaces | Control rods in the fuselage change direction to operate rudders and ailerons |
| Machine tool feed | Converts horizontal handle movement to vertical tool movement |
AQA Exam Tip: The bell crank is one of the most commonly tested linkages. Remember: it changes direction by 90 degrees. Sketch the L-shape with a fixed pivot at the corner and show the input and output directions clearly.
A crank and slider mechanism converts rotary motion into reciprocating (linear) motion, or vice versa.
| Example | Input Motion | Output Motion |
|---|---|---|
| Car engine (piston) | Reciprocating (piston) → Rotary (crankshaft) | Note: in an engine, the input is reciprocating |
| Sewing machine needle | Rotary (motor) → Reciprocating (needle up/down) | |
| Jigsaw (power tool) | Rotary (motor) → Reciprocating (blade up/down) | |
| Train wheel linkage | Rotary (wheel) → Reciprocating (piston/valve) | Steam engine connecting rod |
| Reciprocating saw | Rotary (motor) → Reciprocating (blade back/forth) | |
| Air compressor | Rotary (motor) → Reciprocating (piston compresses air) |
A close relative of the crank and slider, the crank and connecting rod is used when the output is oscillating rather than strictly linear. The connecting rod swings through an arc rather than following a perfectly straight path.
This is an example of rotary → oscillating conversion.
The diagrams below show how a reverse motion linkage and a parallel motion linkage transmit motion differently:
graph TD
subgraph "**Reverse Motion Linkage**"
RI["Input bar\nmoves DOWN ⬇"] --> FP1["Fixed Pivot ⚖\n(central bar rotates)"]
FP1 --> RO["Output bar\nmoves UP ⬆"]
end
subgraph "**Parallel Motion Linkage**"
PI["Input bar\nmoves RIGHT ➡"] --> FP2["Two equal bars\non fixed pivots"]
FP2 --> PO["Output bar\nmoves RIGHT ➡\n(stays parallel)"]
end
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