Time Converter: Convert Seconds, Minutes, Hours, Days, and Years
Convert between seconds, minutes, hours, days, weeks, and years
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A time converter changes a duration between seconds, minutes, hours, days, weeks, months, and years. The second is the SI base unit. Minute, hour, day, and week are all exact multiples (60, 3600, 86400, 604800 seconds). Month and year are average approximations: 1 month = 30.44 days, 1 year = 365.25 days (Julian year).
This comprehensive time converter allows you to translate durations across seconds, minutes, hours, days, weeks, months, and years. It leverages precise SI definitions for smaller units, ensuring exact conversions for seconds, minutes, hours, days, and weeks. For longer durations, it employs the astronomical Julian year (365.25 days) for consistency in scientific and long-term calculations, and an average month (approx. 30.44 days). This tool is meticulously built against authoritative standards like the BIPM SI Brochure and IAU nominal Julian year, making it ideal for scientific research, project management, financial planning, or everyday time conversions where accuracy is paramount.
What is a time?
Use this comprehensive time converter to translate durations across seconds, minutes, hours, days, weeks, months, and years. It precisely handles smaller units like seconds, minutes, hours, days, and weeks, which maintain exact integer relationships (e.g., 1 hour equals 3,600 seconds, and 1 day is 86,400 seconds). For longer durations, the calculator employs standard astronomical averages: 1 year is defined as 365.25 days (the Julian year), and 1 month is approximated as 1/12th of a Julian year, or about 30.44 days. This tool is meticulously built against the authoritative BIPM SI Brochure definition of the second and the IAU nominal Julian year, ensuring high consistency and accuracy for scientific, engineering, and general reference applications. Whether for project planning, academic work, or daily conversions, it provides reliable results.
The formula
- s β second β SI base unit, defined via cesium-133 atomic transitions
- yr β Julian year = 365.25 days (used in astronomy and standard time conversion)
- mo β average month = 365.25 / 12 β 30.44 days
Source: SI second (cesium-133 atomic transition); Julian year for long-term reference.
Worked examples
1How many seconds in a day?
1 d Γ 24 h Γ 60 min Γ 60 s = 86,400 seconds. Exact β by the SI definition of the day. Useful as a mental anchor: 100,000 seconds is just over a day.
2How many days in a year?
1 Julian year = 365.25 days = 8,766 hours = 525,960 minutes. The 0.25 day comes from the leap-year correction averaged across 4 years. The Gregorian year (used in everyday calendars) is slightly shorter: 365.2425 days, with century-rule corrections refining it further.
310,000 seconds in human-readable units
10,000 s = 166.67 min = 2.78 hours = 0.116 days. About 2 hours 47 minutes β a useful 'how long is X seconds' reference. 100,000 s is just over a day; 1,000,000 s is about 11.6 days.
How to use this calculator
- Value (default: 1)
- From unit (default: h)
- Read the result. Use the worked examples below to sanity-check against a known scenario.
Common time durations
| Duration | In seconds | Use case |
|---|---|---|
| 1 second | 1 | SI base unit |
| 1 minute | 60 | Phone calls, sprint timing |
| 1 hour | 3,600 | Workday quarter, long meeting |
| 1 day | 86,400 | 24-hour cycle |
| 1 week | 604,800 | Sprint, payroll cycle |
| 1 month (avg) | 2,629,800 | Billing cycle, rent |
| 1 year (Julian) | 31,557,600 | Astronomy, finance |
Year and month use averages β actual calendar lengths vary.
Frequently asked questions
How many seconds in a year?
How many seconds in a day?
Why is a year 365.25 days?
How many hours in a week?
What's the difference between a Julian and Gregorian year?
How many days in a month?
What is a leap second?
Why is the second defined by cesium-133?
Time glossary
How we built this calculator
Methodology
Smaller units (seconds, minutes, hours, days, weeks) have exact integer relationships:
This calculator was written by Numora team and reviewed by Numora science team before publication. Both names link to full bios with verifiable credentials.
Sources & references
Every numeric assumption traces to a primary source.