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New year in other calendars

The day the year turns is not the same in every calendar. And what fixes that day is astronomy in some of them and nothing but an era count in others.

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The dates in this table are Gregorian dates with no time of day — a calendar day is a date, not an instant. So, like the lunisolar table, the Korean and English pages show the same one. A religious day begins after sunset, but what is listed here are the dates of the civil tables these calendars settled into.

2025 · 7 new years
DateNew year
2025.01.29Wed Korean New YearKorean lunisolar yi-si · 384 days
2025.03.21Fri NowruzSolar Hijri 1404 · 365 days
2025.03.22Sat Saka New YearIndian Saka 1947 · 365 days
2025.06.26Thu Islamic New YearHijri 1447 · 355 days
2025.09.11Thu NayrouzCoptic 1742 · 365 days
2025.09.11Thu EnkutatashEthiopian 2018 · 365 days
2025.09.23Tue Rosh HashanahHebrew 5786 · 354 days
2026 · 7 new years

The days the year turns in 2026

DateNew year
2026.02.17Tue Korean New YearKorean lunisolar bing-wu · 355 days
2026.03.21Sat NowruzSolar Hijri 1405 · 365 days
2026.03.22Sun Saka New YearIndian Saka 1948 · 365 days
2026.06.16Tue Islamic New YearHijri 1448 · 355 days
2026.09.11Fri NayrouzCoptic 1743 · 366 days
2026.09.11Fri EnkutatashEthiopian 2019 · 366 days
2026.09.12Sat Rosh HashanahHebrew 5787 · 385 days
2027 · 7 new years
DateNew year
2027.02.07Sun Korean New YearKorean lunisolar ding-wei · 354 days
2027.03.21Sun NowruzSolar Hijri 1406 · 365 days
2027.03.22Mon Saka New YearIndian Saka 1949 · 365 days
2027.06.06Sun Islamic New YearHijri 1449 · 354 days
2027.09.12Sun NayrouzCoptic 1744 · 365 days
2027.09.12Sun EnkutatashEthiopian 2020 · 365 days
2027.10.02Sat Rosh HashanahHebrew 5788 · 355 days

The same year is a different number in each calendar

What year each calendar reads on 1 January and 31 December 2026. Only the calendars whose year starts on 1 January show the same number twice — and only those have a constant offset from the Gregorian year.

Calendar1 January31 DecemberOffset from Gregorian
Korean lunisolarno number (cyclic name)no number (cyclic name)changes mid-year
Hijri14471448changes mid-year
Hebrew57865787changes mid-year
Solar Hijri14041405changes mid-year
Indian Saka19471948changes mid-year
Ethiopian20182019changes mid-year
Coptic17421743changes mid-year
Buddhist25692569constant −543
Minguo115115constant +1911
Japanese era88constant +2018

A year is not the same length in every calendar

A purely lunar calendar runs 354 to 355 days, so its new year arrives about eleven days earlier each Gregorian year. One that keeps step with the seasons through a leap month runs anywhere from 353 to 385. Solar calendars run 365 to 366. The table below shows the range within the three years in the data, which does not reach either end of those rules.

CalendarNew yearYear length
Korean lunisolarKorean New Year354–384 days
HijriIslamic New Year354–355 days
HebrewRosh Hashanah354–385 days
Solar HijriNowruz365 days
Indian SakaSaka New Year365 days
EthiopianEnkutatash365–366 days
CopticNayrouz365–366 days

Nowruz is fixed by astronomy

The Solar Hijri new year is the day of the vernal equinox if that moment falls before noon in Tehran, and the next day otherwise. This site computes the equinox from VSOP87D, so it can retrace that rule directly — over thirty-one years it never disagreed with the internationalisation tables, and the two branches of the rule fired sixteen and fifteen times.

Our lunisolar calendar and the internationalisation tables agree

This site computes the lunisolar calendar itself — new moons from Meeus chapter 49, solar terms from VSOP87D. The Dangi calendar in the internationalisation tables is an entirely separate implementation, and across the 37 months in the data not one month-start differs. Had either been wrong, it would have shown here.

The whole sky Holidays in other countries

The dates come from the internationalisation tables (ICU) in the browser and in Node; we freeze them and check them. We test that each year length falls inside that calendar’s rule, that Nowruz agrees with the equinox computed here, and that our own lunisolar new moons give the same answer.

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