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Long shaft vs split shafts

Calculator 7

Shared inputs

Motor library unverified. Approximate figures from memory, Oct 11, 2026. Verify every row against the vendor sheet.

60 A = 150% of a 40 A breaker

Lengths below are an example so the page has numbers. They are not a measured scrimmage shaft. Shaft is fixed at 1/2 in hex.

Units

Every inch of shaft adds twist

Same ½ in hex, same load, three layouts. Dashed line = unloaded; amber line = twisted (exaggerated).

① Driven at one enddrivefar side lags by θTwist builds along the full length
② Driven at centerdrive≈ θ/2≈ θ/2Half the span each way: roughly half the twist
③ Split segments + couplerscouplercouplerdriveθ/2 + backlashPull one segment to service; couplers add slop
appliedcalculatedwatchfailure point

Twist grows with length (θ = T·L / G·J), so driving at the center roughly halves it.

Allowables pending. No verified allowable applies yet, so this is not a pass or a fail.

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How this works

Ties to the scrimmage maintainability issue. A long 1/2 in hex shaft driven from one end twists, the far side lags, and alignment is painful. Compare three layouts: driven at the end, driven at the center, and split segments with couplers.

Driving at the center roughly halves the path. Splitting eases service but adds backlash. The calculator shows that split, including the extra drop from sharing torque.

Maintainability is a design input. Every layout trades stiffness, backlash, and service time.

Clamp one end of a long hex shaft, hang a known weight on a lever at the other, and measure twist against the prediction.

Estimates for learning. Losses are ignored. Verify the numbers before relying on them.

Mechanism guide