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Calculate Moon Phase By Date

Moon Phase Formula:

\[ Phase = \frac{(Year - 1900 + \frac{Month}{12} + \frac{Day}{365}) \mod 29.53}{29.53} \]

(1900-2100)
(1-12)
(1-31)

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1. What is the Moon Phase Calculation?

The moon phase calculation estimates the current phase of the moon based on a given date. It uses the synodic month length (29.53 days) to determine where the moon is in its cycle.

2. How Does the Calculator Work?

The calculator uses the following formula:

\[ Phase = \frac{(Year - 1900 + \frac{Month}{12} + \frac{Day}{365}) \mod 29.53}{29.53} \]

Where:

Explanation: The calculation determines how many days have passed since a known new moon (January 1900) and finds the current position in the lunar cycle.

3. Importance of Moon Phase Calculation

Details: Knowing the moon phase is important for astronomy, fishing, gardening, and cultural/religious observances. It helps predict tides and understand lunar cycles.

4. Using the Calculator

Tips: Enter the date you want to check (year between 1900-2100). The calculator will show the moon phase name and exact phase value (0 = new moon, 0.5 = full moon).

5. Frequently Asked Questions (FAQ)

Q1: How accurate is this calculation?
A: This provides a good approximation but may be off by ±1 day compared to astronomical calculations.

Q2: Why use 1900 as the base year?
A: January 1900 had a known new moon, making it a convenient reference point for calculations.

Q3: What does the phase value mean?
A: 0-1 represents the moon's position in its cycle, with 0=new moon, 0.25=first quarter, 0.5=full moon, 0.75=last quarter.

Q4: Can I calculate future moon phases?
A: Yes, the calculator works for dates between 1900-2100, including future dates.

Q5: Why is the synodic month 29.53 days?
A: This is the average time between consecutive new moons as seen from Earth, accounting for Earth's orbit around the sun.

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