Definition:Calendar/Muslim

From ProofWiki
Jump to navigation Jump to search

Definition

The Muslim calendar is a calendar whose period is based on $12$ full cycles of phases of the moon.

Each Muslim year lasts either $354$ or $355$ days, depending on precisely when the relevant new moons happen


The years are numbered from the year when Muhammad and his followers migrated from Mecca to Medina in $622 \, \text{A.D}$ by the Julian calendar.

Years are denoted with the suffix $\text{A.H.}$, meaning Anno Hegirae, literally in the year of the Hejira.

The start and end of the Muslim year are $10$ to $12$ days earlier every civil year.

The $354$ or $355$ days in the Muslim year are divided into $12$ approximately equal sections called months, each either $29$ or $30$ days, depending on the phases of the moon.


They are assigned both names and index numbers:

\(\ds 1:\) \(\) \(\ds \) Muḥarram
\(\ds 2:\) \(\) \(\ds \) Ṣafar
\(\ds 3:\) \(\) \(\ds \) Rabī‘ al-awwal
\(\ds 4:\) \(\) \(\ds \) Rabī‘ ath-thānī
\(\ds 5:\) \(\) \(\ds \) Jumādá al-ūlá
\(\ds 6:\) \(\) \(\ds \) Jumādá al-ākhirah
\(\ds 7:\) \(\) \(\ds \) Rajab
\(\ds 8:\) \(\) \(\ds \) Sha‘bān
\(\ds 9:\) \(\) \(\ds \) Ramaḍān
\(\ds 10:\) \(\) \(\ds \) Shawwāl
\(\ds 11:\) \(\) \(\ds \) Dhū al-Qa‘dah
\(\ds 12:\) \(\) \(\ds \) Dhū al-Ḥijjah


Muslim Year

A Muslim year, also known as the Islamic year or Hijra year, is the length of a year as defined using the Muslim calendar.

$1$ Muslim year $= \begin{cases} 355 \, \text {days} & : \text {Leap year} \\

354 \, \text {days} & : \text {Non-leap year} \end{cases}$


Also known as

The Muslim calendar is also known as the Hijri calendar or the Islamic calendar.


Sources