06-24-2017, 02:30 AM
The following program calculates the approximate phase of the moon. Calculation is based on the following:
1. A base date of August 11, 1999 is used, which was a New Moon.
2. The phases of the moon cycles approximately 29.530588853 days
The results is a phase indicator from 0 to 1.
If the indicator is close to 0 or 1, we have a New Moon.
If the indicator above 0 but below 0.5, it’s the Waxing Crescent Moon.
If the indicator is about or exactly 0.5, we have a Full Moon.
Finally, for an indicator from 0.5 to 1, it’s the Waning Crescent Moon.
Examples:
June 23, 2017: the indicator is 0.991190947
June 24, 2017: the indicator is 0.025054136
Values are approximate.
HP Prime Program: MOONPHASE
Input: MOONPHASE(yyyy.mmdd)
Source: “Moon Phase” voidware.
1. A base date of August 11, 1999 is used, which was a New Moon.
2. The phases of the moon cycles approximately 29.530588853 days
The results is a phase indicator from 0 to 1.
If the indicator is close to 0 or 1, we have a New Moon.
If the indicator above 0 but below 0.5, it’s the Waxing Crescent Moon.
If the indicator is about or exactly 0.5, we have a Full Moon.
Finally, for an indicator from 0.5 to 1, it’s the Waning Crescent Moon.
Examples:
June 23, 2017: the indicator is 0.991190947
June 24, 2017: the indicator is 0.025054136
Values are approximate.
HP Prime Program: MOONPHASE
Input: MOONPHASE(yyyy.mmdd)
Code:
EXPORT MOONPHASE(d)
BEGIN
// Moon phase
// 0,1: New; 0.5: Full
LOCAL t,p;
t:=DDAYS(1999.0811,d);
p:=FP(t/29.530588853);
RETURN p;
END;Source: “Moon Phase” voidware.