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ISO Week Number Calculator

Find the ISO 8601 week number and week-year for any date, using the Thursday rule, with weekday name and ISO week date.

Published

ISO week

ISO week number
Week 33
of ISO week-year 2026
ISO week-year
2026
Weekday
Monday
ISO week date
2026-W33-1

Aug 10, 2026 · ISO 8601 week numbering (Thursday rule).

The calendar date whose ISO week you want.

Results update as you type.

Uses ISO 8601 week numbering: weeks run Monday to Sunday, and week 1 is the week containing the year’s first Thursday. Around New Year the week-year can differ from the calendar year.

ISO Week Number Calculator

The ISO week number calculator converts any calendar date into its ISO 8601 week number, ISO week-year, weekday name, and full week-date notation such as 2026-W33-1. It applies the standard’s Thursday rule, so the answer is the same everywhere ISO 8601 is used — from ERP week codes and sprint planning to manufacturing calendars and export documents.

What this calculator does

Pick any date, and the calculator reports:

  • ISO week number — a number from 1 to 53 identifying the week within the ISO week-year.
  • ISO week-year — the year that the week belongs to, which can differ from the calendar year for dates around January 1.
  • Weekday — the day’s English name, with Monday as the first day of the ISO week.
  • ISO week date — the standard’s compact notation YYYY-Www-D, where D runs from 1 (Monday) to 7 (Sunday).

How the ISO week works

ISO 8601 defines a calendar week as a Monday-to-Sunday block. Week 1 of a year is the week that contains the year’s first Thursday; equivalently, week 1 is the week containing January 4, and January 1 always lands in either week 1 of its own year or the last week of the previous year.

That Thursday rule is what makes ISO weeks consistent: every week has exactly seven days, every year has 52 or 53 weeks, and no week ever straddles two week-years with a partial week.

Because week 1 must contain the first Thursday, dates before the first Thursday belong to the previous week-year. For example, January 1, 2027 is a Friday, so it is in week 53 of ISO week-year 2026, even though the calendar year is 2027.

Formula

For a date d, convert its weekday to ISO numbering with Monday as day 0:

isoDay=(getDay(d)+6)mod7\text{isoDay} = (\text{getDay}(d) + 6) \bmod 7

The Thursday of the same ISO week is:

thursday=d+(3isoDay)\text{thursday} = d + (3 - \text{isoDay})

The ISO week-year is the calendar year of that Thursday. With jan1 as January 1 of the week-year:

week=1+thursdayjan17\text{week} = 1 + \left\lfloor \frac{\text{thursday} - \text{jan1}}{7} \right\rfloor

Worked example

Take August 10, 2026, a Monday. Its ISO day is 0, so the week’s Thursday is:

2026-08-10+3=2026-08-132026\text{-}08\text{-}10 + 3 = 2026\text{-}08\text{-}13

August 13, 2026 is the 225th day of the year:

31+28+31+30+31+30+31+13=22531 + 28 + 31 + 30 + 31 + 30 + 31 + 13 = 225

January 1, 2026 is itself a Thursday, so it anchors week 1. The number of full weeks elapsed by August 13 is:

22517=32\left\lfloor \frac{225 - 1}{7} \right\rfloor = 32

and the week number is:

1+32=331 + 32 = 33

Monday is ISO day 1, so the full week date is 2026-W33-1: Monday of week 33 of 2026.

Interpreting the result

The week number is a numbering scheme, not a measure of elapsed time. Week 33 of 2026 starts on Monday, August 10 — the same date that begins any Monday-based week numbering that aligns with ISO 8601. If a partner system prints 2026-W33, the week date notation removes the ambiguity that “week 33” alone can have around year boundaries.

The ISO week-year matters most in December and early January. A payroll or sprint labeled “week 1 of 2027” by a different convention may actually be the last week of 2026 under ISO rules, which can shift reporting periods by a full week.

For a different take on day numbering, the Julian date calculator converts dates into the continuous astronomical day count, and the Unix time converter works with epoch timestamps instead of weeks. If your planning question is about hours and minutes rather than weeks, the time duration calculator measures clock intervals.

Tips

  • When a week code must match a partner’s system, confirm they use ISO 8601 week numbering before relying on the result; some industries use their own week conventions.
  • Near year end, read the week-year column, not the calendar year. A date of December 31 can already be in week 1 of the next week-year.
  • Use the ISO week date output when writing dates in logs or documents: 2026-W33-1 cannot be mistaken for a different week the way a bare weekday can.

Common pitfalls

  • Assuming week 1 always contains January 1. Under the Thursday rule, January 1, 2, or 3 can fall in the previous year’s week 52 or 53.
  • Mixing calendar years and week-years when aggregating by week; the same calendar date can appear in two different reporting years.
  • Expecting the week to start on Sunday; ISO weeks start on Monday.

Sources

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Frequently asked questions

How is the ISO week number calculated?
The calculator finds the Thursday of the calendar week containing your date, then counts how many weeks have passed since the Thursday of week 1. ISO 8601 defines week 1 as the week that contains the year's first Thursday, and weeks run Monday through Sunday.
Why does the calculator show a different year than the calendar date?
Around New Year the ISO week-year can differ from the calendar year. Because week 1 must contain the first Thursday, the days before the first Thursday belong to the previous year's last week. For example, January 1, 2027 is a Friday, so it falls in week 53 of ISO week-year 2026.
What does an ISO week date like 2026-W33-1 mean?
The notation combines the week-year, the week number, and the day of the week: 2026-W33-1 is Monday of week 33 of 2026, and the final digit runs from 1 (Monday) through 7 (Sunday).
What weekday does an ISO week start on?
ISO 8601 weeks run Monday through Sunday. The weekday name shown by the calculator uses the same convention, so a date in week 33 always falls between Monday of week 33 and Sunday of week 33.

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