Variability class · DCEP · CW
Cepheids
Luminous pulsators that measure the universe.
Cepheids are bright, yellow supergiants pulsating as they loop across the instability strip. Their period-luminosity relation — longer period means intrinsically brighter — is the calibration that built the extragalactic distance scale.
A smoother, more rounded rise than RR Lyrae. The longer the period, the more luminous the star — the rung of the distance ladder you can brush in the explorer.
The physics
The cosmic distance ladder
The period–luminosity law
A Cepheid's pulsation period is set by its size, and its size sets its luminosity — so the period alone predicts the star's intrinsic brightness. Henrietta Leavitt's 1908 discovery is what turns a light curve into a distance, and it underpins the whole extragalactic distance scale. Here it is in our own Cepheids: each point is one star at its absolute magnitude, and the longer the period, the brighter the star. The dashed line is the relation M_G = −1.3 − 2.8·log₁₀P.
The families within
Subtypes
Classical (δ Cep)
DCEPYoung, Population I, fundamental mode; the Leavitt-law calibrators. Periods ~1–100 d.
First overtone
DCEPSShorter-period, lower-amplitude, more sinusoidal classical Cepheids.
Type II (W Vir)
CWOld, metal-poor, lower-mass pulsators ~1.5 mag fainter than classical Cepheids at the same period.
The varchive method
Finding the period
The same science code runs for every star. Here is how it behaves for this class — and where it can be fooled.
What to watch for
- The brightest Cepheids run into saturation above g ≈ 11; their amplitudes and means flatten out and must be read with care.
- Classical and type-II Cepheids share the period axis but sit ~1.5 mag apart in luminosity — don't mix the two relations.
- Long-period (tens of days) Cepheids need a baseline spanning many cycles before the fold sharpens.
From the archive
Worked examples
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