ISO 8601 DATE CONVERTER
Build or parse an ISO 8601 date/time, with week date, ordinal date, and Unix timestamp forms included.
| Date + time | 2026-10-06T17:49:00Z |
| With milliseconds | 2026-10-06T17:49:00.000Z |
| Date only | 2026-10-06 |
| Week date | 2026-W41-2 |
| Ordinal date | 2026-279 |
| Unix timestamp | 1791308940 |
| RFC 2822 | Tue, 06 Oct 2026 17:49:00 GMT |
How to convert a date to ISO 8601
- 1
Pick a date/time with the picker, or switch to pasting an existing date string in almost any common format.
- 2
Choose UTC or your local timezone offset.
- 3
Read the result as a full ISO 8601 date-time, date-only, ISO week date, ordinal date, Unix timestamp, and RFC 2822 string.
Questions
- What exactly does ISO 8601 require?
- It's an international standard for representing dates and times unambiguously: YYYY-MM-DD for dates, HH:MM:SS for times, a T separating them, and either Z for UTC or a ±HH:MM offset for other timezones — like 2026-10-04T14:30:00Z. The standard also defines less common forms like week dates (2026-W40-2) and ordinal dates (2026-277).
- Why does my timestamp look different in UTC vs. local time?
- The same instant in time is written differently depending on which timezone's offset you apply — 2026-10-04T14:30:00Z and 2026-10-04T10:30:00-04:00 represent the exact same moment, just expressed relative to UTC versus an Eastern Time offset. Toggling between UTC and local here lets you see both representations of the same instant.
- What's an ISO week date, and why does the week number sometimes feel off?
- ISO weeks always start on Monday, and week 1 is defined as the week containing the year's first Thursday — which means the last few days of December or the first few days of January can belong to a week numbered for the adjacent year. This often differs from the week number shown in a typical calendar app.
- Why would I need the ordinal date format?
- An ordinal date (YYYY-DDD) expresses a date as the year plus its day-of-year number, which is useful in scientific logging, manufacturing date codes, and any system where sorting or computing day differences by a single number is simpler than parsing month/day pairs.