Fiber-Optic Gyroscope

Two laser beams racing in opposite directions around a kilometre of coiled glass — the one fighting the rotation always loses by exactly enough to tell you how fast you're turning.

Measures the angular rate of rotation of whatever it is bolted to. The output is an electrical signal proportional to how fast the platform is turning about the gyro's sensitive axis. Navigation-grade FOGs integrate that rate to compute absolute pointing angles accurate enough to guide rockets, satellites, submarines, and aircraft through GPS-denied environments for hours without position drift.

A superluminescent diode or laser injects light into both ends of a wound fibre coil — typically 100 m to 5 km long. The two counter-propagating beams recombine at a photodetector. When the coil is stationary, the optical paths are identical and the beams interfere constructively at the output port. When the coil rotates at angular rate Ω, the Sagnac effect introduces a phase difference ΔΦ = (8πNA/λc)Ω, where N is the number of turns, A the coil area, λ the wavelength, and c the speed of light. A closed-loop electronic servo holds the output at a null and feeds back a known phase ramp to cancel the Sagnac shift, making the output linear and immune to light-intensity fluctuations.

In plain terms

Imagine two runners on a circular track who start at the same point and run in opposite directions. If the whole track starts spinning, one runner has to cover a tiny bit more ground and the other a bit less. A fiber-optic gyroscope does this with light instead of runners — and it can detect a rotation slow enough to take 100,000 years to complete one full circle.

Also called: FOG, IFOG, interferometric fiber optic gyro, Sagnac gyro.

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A short history

Georges Sagnac demonstrated optical rotation sensing in 1913 using a free-space ring interferometer, but a practical fibre implementation had to wait for low-loss single-mode fibre. Victor Vali and Richard Shorthill at the University of Utah made the first experimental demonstration of a fibre-optic gyroscope in 1976, using 150 m of fibre and achieving a sensitivity then limited by coherence-length effects. Reciprocity theory by Ulrich (1980) and closed-loop serrodyne readout (McDonnell Douglas, 1980) resolved the key noise and linearity problems. By the mid-1980s, the FOG had reached engineering maturity and entered production for aviation and defence applications, eventually displacing mechanical gyros in most aircraft inertial reference units during the 1990s.

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