SOLAR CYCLE. – This is the name improperly given to a period of 28 solar years (Latin *circulus solis*, French *cycle solaire*, German *Sonnenzyklus*), after which the succession of the days of the week again corresponds exactly to the dominical letters A–G, conventionally assigned to the progressive order of the days of the week that begin the year.
For example, if a given year begins on a Sunday, with 1 January called A, 2 January B, 3 January C, and so on, the series A–G (Sunday–Saturday) will again correspond to the days 1–7 January after 28 years. The solar cycle, which in reality has no connection with the course of the sun, was widely used in the Middle Ages for the direct determination of the “dominical letter” (v.) and for the calculation of Easter.