Brick-compatible mechanisms

Walking Beam Mechanism

Drive a rocking beam from a crank and transfer alternating lift between two ends.

A crank pulls one end of a pivoted beam down while the other rises. The mechanism appears in pumps and early engines because it transfers reciprocating motion across a frame.

Difficulty
Intermediate
Build time
70-100 min
Estimated cost
$0-$18
Age range
11-17
Workspace
A clear table about 90 cm wide

The finish line

What you will build

The beam rocks through a repeatable angle for ten crank cycles, and two end flags alternate high and low without the drive rod buckling.

Learning goals

  • Identify how rotation of a crank and connecting rod produces rocking beam motion.
  • Construct and explain a rotary-to-oscillating angular system.
  • Measure how the output pivot distance from beam center changes performance.
  • Diagnose losses caused by center-pivot friction and rod side force.

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 a craft-stick beam, cardboard tower, and paper-fastener pivots for a hand-cranked model.

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.
  • Keep fingers away from the center pivot and moving rod, and use only lightweight output flags.

Orient the build

Place the build so rotation of a crank and connecting rod is on your left and rocking beam motion 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

    Build the center tower

    Brace a tall pivot support on a wide base.

    Check side-to-side stiffness at the pivot height.

  2. Step 2

    Balance the beam

    Mount a rigid beam at its center and add collars with free clearance.

    Confirm both ends swing through equal space.

  3. Step 3

    Build the crank support

    Place a low crank axle beside one beam end.

    Leave enough distance for the connecting rod.

    Builder checkpoint: After build the crank support, the first subassembly should stay aligned when handled gently.

  4. Step 4

    Set the crank radius

    Attach an offset pin that creates a modest vertical stroke.

    Rotate once to inspect frame clearance.

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

  5. Step 5

    Connect rod to beam

    Join the crank pin to the near beam end with free pivots.

    Avoid a rod length that reaches a straight-line lock.

  6. Step 6

    Mark beam limits

    Turn to both crank extremes and mark each end height.

    Adjust tower or rod before adding output pieces.

    Builder checkpoint: After mark beam limits, operate the build slowly and confirm that rocking beam motion begins without binding.

  7. Step 7

    Add opposite indicators

    Attach light flags to both ends at equal lever-arm distance.

    Point them toward separate height scales.

  8. Step 8

    Run ten cycles

    Crank steadily and record high-low timing and swing angle.

    Stop if the rod bows or tower twists.

    Builder checkpoint: At the final checkpoint, The beam rocks through a repeatable angle for ten crank cycles, and two end flags alternate high and low without the drive rod buckling.

See the engineering

Why it works

Input
rotation of a crank and connecting rod
Output
rocking beam motion
Motion
rotary-to-oscillating angular
Energy losses
center-pivot friction, rod side force, beam flex, joint play
Walking Beam Mechanism 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

Crank-driven rocking lever

The crank converts rotation into rod reciprocation, and the beam's central pivot converts that vertical motion into opposite angular movement at its two ends.

Look for: When the driven end rises, the far end falls by an amount set by their lever-arm lengths.

Where the energy goes

Efficiency and losses

The ideal model leaves out center-pivot friction, rod side force, beam flex, joint play. 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 center-pivot friction becomes visible or audible.

Math bite

Compare end travel

Formula: travel ratio = output arm / input arm

  • Input arm = 80 mm
  • Output arm = 120 mm

Substitute: ratio = 120/80 = 1.5

Result: The far end ideally moves 1.5 times the driven-end distance.

Its ideal force is lower by the reciprocal ratio.

Angular geometry and flex make the exact path an arc.
Brick-building meme reading: Chuck Norris does not build LEGO; he roundhouses the bricks into sculptures.
One end went up, the other went down, and the tower took it personally.Image supplied by the site owner.

Make it behave

Test, troubleshoot, and tune

Controlled test

Start here: Turn one unloaded crank cycle over four seconds.

Success looks like: Both beam ends alternate smoothly and return to the same height marks.

Measure: Swing angle and end travel distances.

Change: the output pivot distance from beam center

Keep constant: crank radius, rod, tower, input arm, rate, and flags

  1. equal arm lengths
  2. long output arm
  3. short output arm
Troubleshooting guide
SymptomLikely causeConfirm itFix
The rod locks in lineRod length and crank position create a toggleMove slowly to the lock angleChange rod length or crank location
The tower swaysPivot support lacks diagonal bracingHold the crank and push beam sidewaysAdd braces to the base
One end has less travel than expectedPivot distances are unequal or flexingMeasure center-to-flag lengthsReposition flags and stiffen beam
The beam rubs its towerSide collars or spacers are wrongSwing by hand without the rodCenter beam with thin running gaps

Choose your tradeoff

Longer beam arms increase end travel but also flex and space demands. Keep the drive rod away from near-straight toggle positions and brace the center tower before adding load.

Keep experimenting

Try another version

Easier

Hand-rocked beam

Move the beam directly and compare lever arms.

Performance

Twin guide rods

Add a second vertical indicator at the far end.

Advanced

Pump linkage

Connect one end to a guided slider and graph its stroke.

Build together

Classroom and access options

Classroom version

Teams can compare the output pivot distance from beam center while keeping crank radius, rod, tower, input arm, rate, and flags. 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.
  • Add contrasting flags that tap different textured cards at each beam end.

Reflect on the design

  1. How did the output pivot distance from beam center change the measured result?
  2. Where did center-pivot friction affect the build most strongly?
  3. What evidence shows that crank-driven rocking lever explains the motion?
  4. Which change would improve rocking beam motion without creating a new problem?
Glossary
Crank-driven rocking lever
The crank converts rotation into rod reciprocation, and the beam's central pivot converts that vertical motion into opposite angular movement at its two ends.
Input
The action or energy supplied to a system; here it is rotation of a crank and connecting rod.
Output
The useful response produced by a system; here it is rocking beam motion.
Efficiency
The fraction of input energy that becomes useful output instead of friction, sound, heat, or unwanted motion.

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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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