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The Encyclopedia of Horology

Intermediate track · Lesson 12 · 35 min

Gear Trains

Verified

Ratios, torque and the reasoning behind a going train's design.

Objectives

  • Calculate approximate wheel-to-wheel ratios in a going-barrel train
  • Explain the torque-versus-speed trade-off across the train
  • Use the Gear Train Simulator to observe relative rotation rates in real time

A watch's going train is a chain of gear-and-pinion pairs, each stepping speed up (and torque down) from the slow, powerful rotation of the barrel to the fast, light rotation of the escape wheel. In a typical going-barrel lever watch, the barrel might complete roughly one rotation every 7.5 hours, the centre wheel once per hour, the third wheel a few times per hour, the fourth wheel once per minute, and the escape wheel several times per minute — the exact ratios varying by calibre design and beat rate.

Each stage is a wheel (many teeth, driving) meshed with a pinion (few teeth, driven) mounted on the next arbor, which itself carries a wheel driving the following pinion. Because a wheel with more teeth driving a pinion with fewer teeth increases rotational speed while decreasing available torque (ignoring friction losses, which are never actually zero), the train as a whole trades the barrel's high torque and low speed for the escapement's need for a light, fast, easily lockable escape wheel.

Wheel and pinion tooth counts are chosen deliberately, not arbitrarily, both to hit the required overall ratio and to avoid always pairing the same two teeth together on every rotation, since resonant tooth pairing accelerates localised wear. This is one of several reasons that gear trains, though conceptually simple, involve careful design choices that a movement's designer works out mathematically before any part is cut — a topic returned to in the Advanced movement-design lesson.

Friction losses accumulate at every meshing point and every pivot bearing, which is why the train's efficiency (not just its ratio) determines how much of the mainspring's stored energy actually reaches the balance as usable impulse. This is also why cleanliness and correct lubrication, covered in the previous two lessons, matter as much to accurate timekeeping as the gear geometry itself — a beautifully designed train running dry or dirty will still perform poorly.

The Gear Train Simulator accompanying this lesson lets you drive a schematic train at an adjustable speed and observe, live, how the relative rotation rates of the centre, third, fourth and escape wheels compare — a direct, visual way to build intuition for the speed-up that happens at each stage, which is difficult to grasp from ratios alone.

Exercises

  • Using the Gear Train Simulator, note the relative rotation-rate readout at three different speed settings and describe what stays constant.
  • Explain in your own words why a gear train trades torque for speed as power moves from the barrel toward the escapement.

Diagram

barrelcentre wheelthird wheelfourth wheelescape wheel
Schematic: the going train. An outline schematic drawn to show the arrangement of the parts discussed here. It is not a dimensioned working drawing and does not depict a particular maker's calibre.

Sources & references

  1. De Carle, Donald, Watch and Clock Encyclopedia
  2. Gazeley, W. J., Clock and Watch Escapements

Where sources disagree, the disagreement is stated rather than resolved silently.