Brick-compatible mechanisms

Four-Bar Rocker

Connect four links into a crank-rocker mechanism that turns continuous input into a controlled swinging output.

Four pivot distances decide whether a linkage spins, rocks, folds, or locks. This model lets you change one link at a time and watch geometry become behavior.

Difficulty
Intermediate
Build time
60-90 min
Estimated cost
$0-$15
Age range
11-17
Workspace
A clear table about 90 cm wide

The finish line

What you will build

The input crank completes full rotations while the output rocker swings repeatedly between two clear limits without crossing a toggle lock.

Learning goals

  • Identify how full rotation of the shortest crank produces limited angular swing of a rocker.
  • Construct and explain a rotary-to-oscillating angular system.
  • Measure how the coupler length changes performance.
  • Diagnose losses caused by pivot friction and link bending.

Before you build

Materials, tools, and safety

Reuse-material cost: Usually under $5 with an existing kit. Supervision: Adult help recommended for sharp or heated tools.

Tools

  • Ruler
  • Removable tape for motion marks

Low-cost swaps

  • Use equivalent brick-compatible parts from any kit.
  • Use cardboard beams and straw bearings for a larger demonstration model.
  • Use craft sticks with measured paper-fastener holes to explore the same center-to-center lengths.

Project-specific safety

  • Keep fingers, hair, and loose sleeves clear of moving parts.
  • Turn the mechanism by hand; do not attach a high-speed motor.
  • Turn by the crank handle, not by pushing links near folding pivots where pinch points form.

Orient the build

Place the build so full rotation of the shortest crank is on your left and limited angular swing of a rocker is on your right. Call the side facing you the front, the far side the back, the tabletop the bottom, and the opposite face the top.

Build it

Step-by-step instructions

  1. Step 1

    Mark two ground pivots

    Build a rigid base and place fixed pivots 8 modules apart.

    Brace both pivot towers on two sides.

  2. Step 2

    Attach the short crank

    Mount the 4-module link at the left ground pivot with a free joint.

    Add a handle beyond the pivot.

  3. Step 3

    Attach the rocker

    Mount the 7-module link at the right ground pivot.

    Point both moving links upward for assembly.

    Builder checkpoint: After attach the rocker, the first subassembly should stay aligned when handled gently.

  4. Step 4

    Join with the coupler

    Connect the 9-module link between free crank and rocker ends.

    Use collars that prevent separation without squeezing.

    Watch for: If this stage binds or drifts, inspect joint clearance before adding more parts.

  5. Step 5

    Find the assembly branch

    Move the linkage slowly and keep the coupler on the same side of the ground line.

    Stop before forcing a crossed configuration.

  6. Step 6

    Check a full input turn

    Rotate the crank through 360 degrees while observing the rocker limits.

    Recheck center distances if any joint reaches a hard lock.

    Builder checkpoint: After check a full input turn, operate the build slowly and confirm that limited angular swing of a rocker begins without binding.

  7. Step 7

    Mark swing limits

    Place paper markers at the rocker's two extreme angles.

    Measure the total swing with a printed protractor.

See the engineering

Why it works

Input
full rotation of the shortest crank
Output
limited angular swing of a rocker
Motion
rotary-to-oscillating angular
Energy losses
pivot friction, link bending, poor transmission angle, joint clearance
Four-Bar Rocker concept diagram with labeled input, output, and motion arrows.
The rotary-to-oscillating angular motion path, with the main efficiency losses called out.

Why this works

Four-bar geometry

A four-bar linkage has a fixed ground link and three moving links. When the shortest plus longest link is no longer than the other two combined, at least one link can usually rotate fully in an appropriate assembly.

Look for: Watch the angle between coupler and rocker become shallow near the swing limits, where force transmission weakens.

Where the energy goes

Efficiency and losses

The ideal model leaves out pivot friction, link bending, poor transmission angle, joint clearance. These effects turn some input energy into heat, sound, vibration, or unwanted motion, so measured performance will be lower than an ideal calculation.

Look for: Run the build slowly and locate the first place where pivot friction becomes visible or audible.

Math bite

Check the Grashof sum

Formula: s + l ≤ p + q

  • Shortest s = 4
  • Longest l = 9
  • Other links p = 7 and q = 8

Substitute: 4 + 9 = 13 and 7 + 8 = 15; 13 ≤ 15

Result: The length set satisfies the Grashof condition.

With the shortest link adjacent to ground, a crank-rocker arrangement is possible.

Joint thickness and collisions can still prevent ideal motion.
Brick-building meme reading: Chuck Norris does not build LEGO; he roundhouses the bricks into sculptures.
Four links, four pivots, fourteen opinions about where the next hole belongs.Image supplied by the site owner.

Make it behave

Test, troubleshoot, and tune

Controlled test

Start here: Turn the crank once slowly with no load on the rocker.

Success looks like: The crank makes a complete turn and the rocker reaches both marked limits without a forced snap.

Measure: Rocker swing angle and input force near each limit.

Change: the coupler length

Keep constant: ground spacing, crank, rocker, joint clearance, and input rate

  1. 7-module coupler
  2. 9-module coupler
  3. 11-module coupler
Troubleshooting guide
SymptomLikely causeConfirm itFix
The crank will not complete a turnLink lengths or assembly branch create a non-Grashof lockMove by hand to both limiting positionsReturn to the verified lengths and uncross the coupler
The linkage snaps between shapesJoints are loose near a toggle positionRock it slowly at the snap angleReduce side play and avoid crossing the ground line
The rocker barely movesTransmission angle is poor through much of the cycleWatch coupler and rocker alignmentChange coupler or ground spacing to improve angle
Links scrape each otherAll bars lie in the same layerInspect overlap during a full cycleAdd spacers so moving links occupy separate planes

Choose your tradeoff

Length changes affect swing range, transmission angle, and whether rotation remains possible. Adjust one center-to-center distance at a time and never force a linkage through a geometry that locks.

Keep experimenting

Try another version

Easier

Rocker-only model

Move the crank through a half-turn and focus on output swing.

Performance

Best transmission angle

Compare link sets for the most even input force.

Advanced

Coupler curve

Attach a pen to the coupler and trace its path over one cycle.

Build together

Classroom and access options

Classroom version

Teams can compare the coupler length while keeping ground spacing, crank, rocker, joint clearance, and input rate. Assign builder, tester, recorder, and explainer roles; have each team predict the result before collecting three trials.

Access adaptations

  • Use high-contrast tape to distinguish input and output parts.
  • Replace a small crank with a wider handle for an easier grip.
  • Use contrasting colors and raised labels for crank, coupler, rocker, and ground.

Reflect on the design

  1. How did the coupler length change the measured result?
  2. Where did pivot friction affect the build most strongly?
  3. What evidence shows that four-bar geometry explains the motion?
  4. Which change would improve limited angular swing of a rocker without creating a new problem?
Glossary
Four-bar geometry
A four-bar linkage has a fixed ground link and three moving links.
Input
The action or energy supplied to a system; here it is full rotation of the shortest crank.
Output
The useful response produced by a system; here it is limited angular swing of a rocker.
Efficiency
The fraction of input energy that becomes useful output instead of friction, sound, heat, or unwanted motion.

Build your dreams

One build can start the next.

Share what you learned, change one variable, and help another builder understand what worked.

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Sources and build notes

An original BrickLabClips interpretation of a standard mechanical mechanism.

  • Mechanism verification: Standard kinematics were checked for motion direction, constraint, clearance, and likely friction points.

Written and edited by BrickLabClips. Published 2026-07-22; updated 2026-07-22.

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