The JUL2GREG procedure calculates the Gregorian month, day, year (and optional hour, minute, second) from a Julian Date. This is the inverse of the GREG2JUL function.
Notes
| 1. | The JUL2GREG procedure uses the proleptic Gregorian date, which is produced by extending the Gregorian calendar backwards to dates preceeding its introduction in 1582. In the proleptic Gregorian calendar, there are no missing days in October 1582, every 4 years is a leap year, except if the year ends in a "00" then it is not a leap year, unless it is also divisible by 400 (in which case it is a leap year). |
| 2. | There is no year 0 in the calendar as defined by IDL. Instead,year 1 CE is immediately preceeded by year 1 BCE. This means that leap years are offset by 1. For example, -5, -9, -13, etc. are all leap years, -101 is not a leap year (following the rule for "00" years), but -401 is a leap year. |
| 3. | The proleptic Gregorian calendar is usually required for information exchange between international partners, as defined by ISO 8601:2004 (clause 3.2.1). The proleptic Gregorian calendar is not used by astronomers, who instead use the Julian Day Number, as given by the JULDAY function. |
| 4. | The JUL2GREG procedure should only be used with the GREG2JUL function. Similarly, the JULDAY function should only be used with CALDAT. For dates between 1 Jan CE and 15 Oct 1582 the two calendar systems differ by up to 10 days. For dates on or after 15 Oct 1582 the two calendar systems are identical. |
| 5. | Julian values must be between -31776 and 1827933925, which correspond to calendar dates of 24 Oct 4801 BCE and 31 Dec 5000000, respectively. |
This routine is written in the IDL language. Its source code can be found in the file jul2greg.pro in the lib subdirectory of the IDL distribution.
JUL2GREG, Julian, Month [, Day [, Year [, Hour [, Minute [, Second]]]]]
A numeric value or array that specifies the Julian Date (which begins at noon) to be converted to a calendar date.
Note: Julian Dates should be maintained as double-precision floating-point data when the numbers are used to determine hours, minutes, and seconds.
A named variable that, on output, contains a longword integer or longword integer array representing the number of the month (1 = January, ..., 12 = December).
A named variable that, on output, contains a longword integer or longword integer array representing the number of the day of the month (1-31).
A named variable that, on output, contains a longword integer or longword integer array representing the number of the year (e.g., 1994).
A named variable that, on output, contains a longword integer or longword integer array representing the number of the hour of the day (0-23).
A named variable that, on output, contains a longword integer or longword integer array representing the number of the minute of the hour (0-59).
A named variable that, on output, contains a double-precision floating-point value or a double-precision floating-point array representing the number of the second of the minute (0-59).
None.
Unlike the Julian calendar, in the proleptic Gregorian calendar the year 1500 is not a leap year:
JUL2GREG, 2268982, Month1, Day1, Year1
JUL2GREG, 2268983, Month2, Day2, Year2
PRINT, Month1, Day1, Year1
PRINT, Month2, Day2, Year2
IDL prints:
2 28 1500
3 1 1500
Be sure to distinguish between Month and Minute when assigning variable names. For example, the following code would cause the Month value to be the same as the Minute value:
;Find date corresponding to Julian day 2529161.36:
JUL2GREG, 2492637.36, M, D, Y, H, M, S
PRINT, M, D, Y, H, M, S
IDL prints:
0 4 2112 18 0 0.00000000
Moreover, Julian Day Numbers should be maintained as double-precision floating-point data when the numbers are used to determine hours, minutes, and seconds.
So, instead of the previous call, use a "D" following the number to ensure that it is double precision:
JUL2GREG, 2492637.36D, Month, Day, Year, Hour, Minute, Second
PRINT, Month, Day, Year, Hour, Minute, Second
IDL prints:
7 4 2112 20 38 23.999989
You can also use arrays for the Julian argument:
JUL2GREG, DINDGEN(4) + 2449587.0D, m, d, y
PRINT, m, d, y
IDL prints:
8 8 8 8
22 23 24 25
1994 1994 1994 1994
|
8.2.1 |
Introduced |