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Exercise · Q18

Q.Why is an atomic clock (based on caesium-133 transitions) considered a far more accurate time standard than a mechanical pendulum clock?

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A pendulum clock's timekeeping period, T=2πl/gT = 2\pi\sqrt{l/g}, depends on the pendulum's length ll and the local value of gg, both of which can drift: the length changes slightly with temperature (thermal expansion of the rod), the local gg varies with altitude and latitude, and mechanical friction at the pivot and air resistance gradually damp and alter the oscillation. All of these introduce both systematic and slowly-varying errors that accumulate into seconds of drift over time.

An atomic clock, by contrast, is based on counting oscillations of electromagnetic radiation emitted during a specific electronic transition of the caesium-133 atom. This transition frequency is a fixed property of the caesium atom's internal quantum structure — it does not depend on temperature, gravity, mechanical wear, or which laboratory performs the measurement, so every caesium atomic clock in the world (in principle) ticks at exactly the same rate. This reproducibility is precisely why the SI second itself is now defined using the cae …

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