Explain it like I'm 12
The Moon rises later each day because it moves around Earth while Earth rotates. This foundation calculator estimates Moon age first, then applies the usual daily drift.
Estimate moon age, moonrise and moonset from date and longitude with a clear foundation-level warning about almanac precision.
The Moon rises later each day because it moves around Earth while Earth rotates. This foundation calculator estimates Moon age first, then applies the usual daily drift.
CalculationTime estimates moonrise by calculating lunar age from a known new-moon epoch, then applying a rough daily moonrise drift and longitude correction.
Moon age = days since known new moon modulo 29.530588853. Foundation moonrise estimate = 06:00 + moon age × 50 minutes − longitude × 4 minutes. Moonset estimate is about 12 h 25 min later.
For 16 July 2026 near 151.2°E, the calculator estimates lunar age first, then shifts the rough moonrise clock by longitude to produce a local-solar-time planning estimate.
Master’s Tip: moonrise is much more location-sensitive than phase. Treat this as a teaching estimate until a full topocentric moonrise engine is added.
Standard or basis: civil-time conversion by explicit UTC offset arithmetic. This is a scheduling and worksheet calculator, not an IANA timezone database, airline schedule, legal deadline or payroll compliance record.
Methodology & Accuracy
CalculationTime pages are built around visible arithmetic: the formula, assumptions, worked example and practical limitations are shown so the result can be checked rather than simply trusted.
Moon age = days since known new moon modulo 29.530588853. Foundation moonrise estimate = 06:00 + moon age × 50 minutes − longitude × 4 minutes. Moonset estimate is about 12 h 25 min later.
Standard or basis: civil-time conversion by explicit UTC offset arithmetic. This is a scheduling and worksheet calculator, not an IANA timezone database, airline schedule, legal deadline or payroll compliance record.
Where a calculator follows a named legal, trade or industry standard, that standard is cited visibly. Otherwise the page uses transparent general arithmetic and states its limits.Master’s Tip: moonrise is much more location-sensitive than phase. Treat this as a teaching estimate until a full topocentric moonrise engine is added.
No. It is a foundation estimate for planning and education. Use an official almanac for exact local moonrise and moonset.
The Moon advances in its orbit each day, so Earth has to rotate a little farther before the Moon rises again.
Latitude, lunar declination, horizon height, refraction and parallax all affect the real local rise time.
Moonrise is a harder problem than moon phase because it depends on local observing geometry. This foundation page makes the rough phase-to-rise relationship visible while warning users to verify exact times.