Single-tooth Small Wheel to Large Intermittent Mechanism: How It Works, Parts, Formula & Uses Explained

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This partial calculator keeps equal-position count arithmetic and treats the entered index arc only as a selected angular window. It does not reconstruct the named small-driver and large intermittent wheel because pitch radii, center distance, tooth and notch profiles, engagement clearance and dwell restraint are not defined.

Partial · Ideal Count and Selected-Window Ledger

Compare equal-position count arithmetic with an entered angular window without inventing intermittent-gear geometry.

0°

Ideal Count Step
--
Remaining Angle
--
Driver Turns per Follower Rev
--
Selected Window Share
--

Equation Used

step=360/N; turns/rev=N; remaining=360-alpha; selected%=100alpha/360.
Average count and selected angular partition only; no instantaneous engagement or locking model.
  • Exactly one abstract follower count occurs per driver revolution.
  • Follower positions are equally spaced.
  • The entered arc is a selected schedule window only.
  • Pitch radii, center distance, tooth and notch profiles, engagement clearance, dwell restraint, impact and safety are excluded.

The secondary figure uses separated schedule and count dials, not a meshing mechanism.

Same mechanism and inputs as the interactive calculator.

Supported count and selected-window arithmetic

For N equal follower positions, ideal step angle is 360/N degrees and N driver turns correspond to one follower revolution under the one-count-per-turn convention. An entered angular window alpha occupies 100alpha/360 percent of a turn, leaving 360-alpha degrees.

The N:1 result is an average event-count ratio, not an instantaneous motion law.

Use and boundary

Use the ledger to compare an equal-position count with a user-selected angular schedule. Do not use it to size or validate physical tooth contact, clearances, locking, impact or follower motion through engagement.

Ideal count and schedule identities

step=360/N; driver turns per follower revolution=N; remaining angle=360-alpha; selected share=100alpha/360.

Default selected-value example

For N=10 and alpha=60 degrees, ideal step angle is 36 degrees, ten driver turns correspond to one follower revolution, 300 degrees remain and the selected window is 16.7% of a turn.

Unsupported intermittent-gear claims removed

The former connected-wheel animation implied a complete index, engagement and dwell that notch count plus an entered arc cannot prove. The replacement uses intentionally separated schedule and count dials.

Questions

Is N:1 a physical gear ratio?

It is only the ideal average count ratio under one count per driver turn.

Is the selected window proven engagement?

No. It is a user-entered schedule only.

Are the dials meshing?

No. They are intentionally separated.

References

References & Further Reading

  • Wikipedia contributors. Geneva drive. Wikipedia

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