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MODULE Date; (* Copyright 1994 Kai Hofmann *) (* ******* Date/--history-- **************************************************** * * NAME * history -- This is the development history of the Date module * * VERSION * $VER: Date 33.087 (10.04.1994) * * HISTORY * 16.01.1994 - Procedures: JulianLeapYear, GregorianLeapYear & * HeisLeapYear initiated. * 22.01.1994 - Procedures: JulianMonthDays, GregorianMonthDays, * HeisMonthDays, JulianYearDays, GregorianYearDays, * HeisYearDays, JulianDayDiff, GregorianDayDiff, * HeisDayDiff, JulianDaySmaller, GregorianDaySmaller, * HeisDaySmaller, JulianWeekday, GregorianWeekday, * HeisWeekday, JulianDaysBeforeWeekday, * GregorianDaysBeforeWeekday, HeisDaysBeforeWeekday, * JulianDaysAfterWeekday, GregorianDaysAfterWeekday, * HeisDaysAfterWeekday JulianDiffDate, FreeDate * initiated. * Types: Weekdays, Date, DatePtr initiated. * Vars of Gregorian reform initiated * (for changing to different countries) * 23.01.1994 - Procedures: JulianDiffDate finished, * GregorianDiffDate, HeisDiffDate, JYearToScaliger, * GYearToScaliger, HYearToScaliger, ScaligerYearToJ, * ScaligerYearToG, ScaligerYearToH, JSYearToJD, * GSYearToJD, HSYearToJD, JDtoMJD, MJDtoJD, JulianToJD, * GregorianToJD, HeisToJD, TimeToJD, JDToTime, FreeTime * initiated. * Types: Time, TimePtr initiated. * 28.01.1994 - Procedures: GregorianMoonAge, MoonMonthAge, * GregorianEaster initiated. * 30.01.1994 - Procedures: JulianDiffDate, GregorianDiffDate, * HeisDiffDate, JDtoTime, GregorianEaster edited * (changing return value from ptr to VAL variables). * Procedures: FreeDate, FreeTime deleted. * Types: Date, DatePtr, Time, TimePtr deleted (not * longer needed, because of the procedure changes). * Procedures: GregorianMoonAge, GregorianEaster changed * year parameter from CARDINAL to INTEGER (this is more * consistent to the rest of the library). * Bugs removed: GregorianWeekday, HeisWeekday * (before removing, the weekday for leapyears was * wrong) * Procedure: GregorianEaster finished. * 30.01.1994 - Ported to Oberon-2 * 31.01.1994 - Compiled with Oberon-2 V3.11 * 12.02.1994 - Procedures: TimeZoneFactor, LMT, TimeToSec, SecToTime * initiated. * Version-String installed :) * 12.02.1994 - Starting translation to SAS C 6.51 * Date.h translated * 13.02.1994 - Continuation of C translation * 17.02.1994 - New Oberon-2 Port, because yesterday Daniel Armor * gives me a little hint about the SHORT command * (i was not knowing about this!) * 17.02.1994 - Little bug in Autodocs removed * making this text as Date/--history-- autodoc * 17.02.1994 - Continuation of C translation * 18.02.1994 - Finished with C translation * 19.02.1994 - C bugs removed (thanx to SAS for helping a C Lamer * like me!), some optimizations done too. * 19.02.1994 - Oberon-2 version compiled with V40.17 includes * 21.02.1994 - Writing Modula-II testmodule * Vars for the begining of Heis calculation initiated. * Fixed little bugs in GregorianWeekday, HeisWeekday, * TimeToSec, SecToTime * Return-value of LMT changed to LONGINT! * Converting testmodule to Oberon-2 * 22.02.1994 - Converting testmodule to C * 23.02.1994 - I noticed, that i forgot the 3 funktions * JulianWeek, GregorianWeek, HeisWeek * 24.02.1994 - Initiated the 3 forgotten funktions * 26.02.1994 - Initiating new GregorianEastern with Gauß-algorithms * but ONLY for 1900-2099! * 27.02.1994 - Bug fixed in JulianWeekday * Bugs fixed in JulianDayDiff, GregorianDayDiff, * HeisDayDiff * JulianDayGreater, GregorianDayGreater, * HeisDayGreater Initiated. * 02.03.1994 - Little bug fixed in HeisdayDiff * Bugs from 27.02. fixed in Modula-II and Oberon-2 * versions * I found the way to extend Gregorian Easter! * Little bug fixed in JulianWeek, GregorianWeek, * HeisWeek (~(M2) is not !(C)) * 05.03.1994 - Some internal bugs removed * New internal procedures GregorianSB, * GregorianJHSB, GregorianJHStartSB! * Extending GregorianEaster :) * 11.03.1994 - Things from 05.03. done in Modula-II and Oberon * 12.03.1994 - If __SASC is defined autoinitalization instead of * _DateInit will be used! * 13.03.1994 - After studying the SAS C Manual again i decided to * check for __SASC_650 instead of __SASC because of * the available of priorities! * Setting the priority of _DateInit for * autoinitalization to 600! * 15.03.1994 - Making Date as library * 16.03.1994 - Some work on the Autodocs was done * Eleminating OldGregorianEaster by comments * (ANSI: STOP bad standards like that there are NO * nestedcomments possible in C!!!) * 19.03.1994 - Some work on the Autodocs was done in the M2 Code * 20.03.1994 - Some work on the Autodocs was done in the Oberon Code * 22.03.1994 - In JDtoMJD, MJD to JD an L was added to the constant * In GregorianWeekday(), HeisWeekday(), * JulianDiffDate(), GregorianDiffDate(), * HeisDiffDate(), JDToTime() i have inserted * conversions (found with Borland C++ 4.0) * 24.03.1994 - Making SunOS4.1.3, SunOS5.3(Solaris2.3) & * RS6000 AIX3.2.? binaries with gcc * Eliminating nested commends by inserting a space * between / and * (i hate this ANSI C standard * feature for commends :( * 27.03.1994 - Adding library register assignments to the autodocs * 03.04.1994 - Little fixes for the SAS C++ Compiler * Little bug fixed in the M2 version of GregorianEaster * 10.04.1994 - Changing from Shareware to Gift Ware ;-) * ***************************************************************************** * * *) (* ******* Date/--background-- ************************************************* * * NAME * Date -- This module was designed to help calc. calendar dates (V33) * * FUNCTION * I now about the date routines in the Amiga-OS(TM), but i decided * not to use them, because of their limited functionality and of * the portability of this Module! * * NOTES * A tropical year is 365.2422 days! / 365d, 5h, 48min, 46sec * A moon month is 29.53059 days! / 29d, 12h, 44min, 2.9 sec * A moon phase is 7.38265 days! * * (german) Books who helped me creating this: * Kleine Naturwissenschaftliche Bibliothek, Band 23 * Ewige Kalender * A.W. Butkewitsch & M.S. Selikson * 5. Auflage * Teubner, Leipzig 1974 * ISBN 3-322-00393-0 * * Tag und Woche, Monat und Jahr: eine Kulturgeschichte des * Kalenders * Rudolf Wendorff * Westdeutscher, Opladen 1993 * ISBN 3-531-12417-X * * Kalender und Chronologie: Bekanntes & Unbekanntes aus der * Kalenderwissenschaft * Heinz Zemanek * 4. Auflage * Oldenbourg, München 1987 * ISBN 3-486-20447-5 * * Meyers Handbuch * über das Weltall * Karl Schaifers & Gerhard Traving * 5. Auflage * Bibliographisches Institut Mannheim 1973 * ISBN 3-411-00940-3 * * (english) Books who helped me creating this: * Mathematical Astronomy with a Pocket Calculator * Aubrey Jones Fras * unknown(first) Edition * David & Charles Newton Abbot, London 1978 * ISBN 0-7153-7675-6 * * COPYRIGHT * This module is Copyright 1994 by Kai Hofmann - all rights reserved! * For private use, Public Domain, Gift Ware, Freeware and Shareware * you could use this module under following conditions: * - You send me a little gift (money is very welcome :) * For Bank Accocunt see below - but *ONLY* send in DM * to this Bank Account!!! * Other nice gifts: all Amiga hardware, and i am searching for a * good old 1541 (C64 floppy) * - You include a notice in your product, that you use this library * and that it is Copyright by Kai Hofmann! * If you want to redistribute this library read the following points: * - Redistribution warranty is given to: * Fred Fish for his great Amiga-Software-Library * The german SAAR AG PD-Library * The german AMOK PD-Library * All public accessible INTERNET servers and PHONE boxes! * All other who NOT take more than DM 5.- for one disk * ALL other who NOT take more than DM 50.- for one CD * For commercial use send me DM 200.- * But if you are Apple or Microsoft you have to send (20000.- US$) * * DISCLAIMER * * THERE IS NO WARRANTY FOR THE PROGRAM, TO THE EXTENT PERMITTED BY * APPLICABLE LAW. EXCEPT WHEN OTHERWISE STATED IN WRITING THE COPYRIGHT * HOLDER AND/OR OTHER PARTIES PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY * OF ANY KIND, EITHER EXPRESSED OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, * THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR * PURPOSE. THE ENTIRE RISK AS TO THE QUALITY AND PERFORMANCE OF THE * PROGRAM IS WITH YOU. SHOULD THE PROGRAM PROVE DEFECTIVE, YOU ASSUME THE * COST OF ALL NECESSARY SERVICING, REPAIR OR CORRECTION. * * IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING * WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY REDISTRIBUTE THE * PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES, INCLUDING ANY * GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING OUT OF THE * USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED TO LOSS * OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY YOU OR * THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER * PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE * POSSIBILITY OF SUCH DAMAGES. * * ADDITIONAL INFORMATIONS * I have tried to make portable/usefull and i hope bugfree software * for eternity - but this seems to be impossible (sorry!) :) * So i hope YOU will pay a fee for this. * * AUTHOR * Kai Hofmann * Arberger Heerstraße 92 * 28307 Bremen * Germany * EMail: i07m@alf.zfn.uni-bremen.de * (no phone - i hate it!) * * Bank account : 1203 7503 * Account owner: Kai Hofmann * Bank code : 290 501 01 * Bank name : Sparkasse in Bremen * Bank address : 28307 Bremen / Germany * ***************************************************************************** * * *) (* (*$StackChk- *) (*$OvflChk- *) (*$RangeChk- *) (*$CaseChk- *) (*$ReturnChk- *) (*$NilChk- *) (*$OddChk+ *) (*$TypeChk- *) (*$ClearVars- *) (*$Debug- *) *) IMPORT MATHLIB; TYPE Weekdays* = SHORTINT; (* 0=dayerr; 1=monday; ... 7 = sunday *) CONST dayerr* = 0; (* consts for TYPE Weekdays *) monday* = 1; tuesday* = 2; wednesday* = 3; thursday* = 4; freiday* = 5; saturday* = 6; sunday* = 7; VAR BeforeGregorianDay, BeforeGregorianMonth, AfterGregorianDay, AfterGregorianMonth, StartHeisDay,StartHeisMonth : SHORTINT; BeforeGregorianYear, AfterGregorianYear, StartHeisYear : INTEGER; (* ----------------------------------------------------------------------- *) PROCEDURE JulianLeapYear*(year : INTEGER) : BOOLEAN; (* ******* Date/JulianLeapYear ************************************************* * * NAME * JulianLeapYear -- Checks if a year is a leap year for jj. (V33) * * SYNOPSIS * leapyear := JulianLeapYear(year); * * PROCEDURE JulianLeapYear(year : INTEGER) : BOOLEAN; * * FUNCTION * JulianLeapYear checks if a year is a leap year in the julian calendar * For years after Chr. it checks if the year is dividable by 4. * For years before Chr. a leap year must have a modulo 4 value of 1 * * INPUTS * year - The year which should be checked (from -32768 to 32767) * I think only values from -7 to 1582 are valid, because of * the variant that was done on -8 by Augustus! * * RESULT * leapyear - TRUE if the year is a leap year, otherwise false. * * EXAMPLE * ... * IF JulianLeapYear(1994) THEN * WriteString("leap year!"); * ELSE * WriteString("no leap year!"); * END; * WriteLn; * ... * * NOTES * A year is 365.25 days long! * Use this function only for values from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * GregorianLeapYear(),HeisLeapYear() * ***************************************************************************** * * *) BEGIN IF year <= 0 THEN RETURN(ABS(year) MOD 4 = 1); ELSE (* year > 0 *) RETURN(year MOD 4 = 0); END; END JulianLeapYear; PROCEDURE GregorianLeapYear*(year : INTEGER) : BOOLEAN; (* ******* Date/GregorianLeapYear ********************************************** * * NAME * GregorianLeapYear -- Checks if a year is a leap year. (V33) * * SYNOPSIS * leapyear := GregorianLeapYear(year); * * PROCEDURE GregorianLeapYear(year : INTEGER) : BOOLEAN; * * FUNCTION * GregorianLeapYear checks if a year is a leap year. * For years after 1582 all years dividable by 4 are leap years, * without years dividable by 100, but years dividable by 400 * are leap years again! * For years before 1582 see JulianLeapYear(). * * INPUTS * year - The year which should be checked (from -32768 to 32767) * I think only values from -7 to 3200 are valid, because of * the variant that was done on -8 by Augustus! * * RESULT * leapyear - TRUE if the year is a leap year, otherwise false. * * EXAMPLE * ... * IF GregorianLeapYear(1994) THEN * WriteString("leap year!"); * ELSE * WriteString("no leap year!"); * END; * WriteLn; * ... * * NOTES * A year is 365.2425 days long! * Use this function only for values from -7 to 3200! * * BUGS * No known bugs. * * SEE ALSO * JulianLeapYear(),HeisLeapYear() * ***************************************************************************** * * *) BEGIN IF year < BeforeGregorianYear THEN (* Year of the Gregorian reform *) RETURN(JulianLeapYear(year)); ELSE (* AfterGregorianYear reform *) RETURN((year MOD 4 = 0) AND ((year MOD 100 > 0) OR (year MOD 400 = 0))); END; END GregorianLeapYear; PROCEDURE HeisLeapYear*(year : INTEGER) : BOOLEAN; (* ******* Date/HeisLeapYear *************************************************** * * NAME * HeisLeapYear -- Checks if a year is a leap year. (V33) * * SYNOPSIS * leapyear := HeisLeapYear(year); * * PROCEDURE HeisLeapYear(year : INTEGER) : BOOLEAN; * * FUNCTION * HeisLeapYear checks if a year is a leap year. * For years after 1582 see GregorianLeapYear(), * The correction from N. Heis says, that all years dividable by * 3200 are no longer leap years! * For years before 1582 see JulianLeapYear * * INPUTS * year - The year which should be checked (from -32768 to 32767) * I think only values from -7 to 8000 are valid, because of * the variant that was done on -8 by Augustus! * * RESULT * leapyear - TRUE if the year is a leap year, otherwise false. * * EXAMPLE * ... * IF HeisLeapYear(1994) THEN * WriteString("leap year!"); * ELSE * WriteString("no leap year!"); * END; * WriteLn; * ... * * NOTES * A year is now 365.2421875 days! * Use this function only for values from -7 to 8000! * * BUGS * No known bugs. * * SEE ALSO * JulianLeapYear(),GregorianLeapYear() * ***************************************************************************** * * *) BEGIN IF year < BeforeGregorianYear THEN (* Year of the Gregorian reform *) RETURN(JulianLeapYear(year)); ELSE (* year >= AfterGregorianYear *) IF year MOD 3200 = 0 THEN (* Correction from N. Heis *) RETURN(FALSE); (* (no leap year all 3200 years) *) ELSE RETURN(GregorianLeapYear(year)); END; END; END HeisLeapYear; (* ----------------------------------------------------------------------- *) PROCEDURE JulianMonthDays*(month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/JulianMonthDays ************************************************ * * NAME * JulianMonthDays -- Gives back the number of days of a month. (V33) * * SYNOPSIS * days := JulianMonthDays(month,year); * * PROCEDURE JulianMonthDays(month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * JulianMonthDays gives you back the number of days a month in * a specified year have. * * INPUTS * month - The month from wich you want to get the number of days. * year - The year in which the month is. * * RESULT * days - The number of days the month uses, or 0 if you use * a wrong month. * * EXAMPLE * ... * days := JulianMonthDays(1,1994); * WriteString("Days of January 1994 : "); * WriteCard(days,2); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * JulianLeapYear(),GregorianMonthDays(),HeisMonthDays() * ***************************************************************************** * * *) BEGIN IF month IN {1,3,5,7,8,10,12} THEN RETURN(31); ELSIF month IN {4,6,9,11} THEN RETURN(30); ELSIF (month = 2) AND JulianLeapYear(year) THEN RETURN(29); ELSIF (month = 2) AND (NOT JulianLeapYear(year)) THEN RETURN(28); ELSE (* Error - wrong month *) RETURN(0); END; END JulianMonthDays; PROCEDURE GregorianMonthDays*(month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/GregorianMonthDays ********************************************* * * NAME * GregorianMonthDays -- Gives back the number of days of a month. (V33) * * SYNOPSIS * days := GregorianMonthDays(month,year); * * PROCEDURE GregorianMonthDays(month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * GregorianMonthDays gives you back the number of days a month in * a specified year have. * For the year 1582 and the month 10 there are only 21 days, * because of the Gregorian-reform 10 days are delete from * the month (for more look out for books about this!) * * INPUTS * month - The month from wich you want to get the number of days. * year - The year in which the month is. * * RESULT * days - The number of days the month uses, or 0 if you use * a wrong month. * * EXAMPLE * ... * days := GregorianMonthDays(1,1994); * WriteString("Days of January 1994 : "); * WriteCard(days,2); WriteLn; * ... * * NOTES * Use this function only for years from -7 to 3200! * * BUGS * If the reform in a country is not in the same month an error will * occur! * * SEE ALSO * GregorianLeapYear(),JulianMonthDays(),HeisMonthDays() * ***************************************************************************** * * *) BEGIN IF (year = AfterGregorianYear) AND (month = AfterGregorianMonth) THEN (* 10 days canceled by Gregor XIII in countries who chnaged later are more days *) RETURN(31-((AfterGregorianDay-BeforeGregorianDay)-1)); ELSIF (month = 2) AND GregorianLeapYear(year) THEN RETURN(29); ELSIF (month = 2) AND (NOT GregorianLeapYear(year)) THEN RETURN(28); ELSE (* use Julian fkt for other calcs. *) RETURN(JulianMonthDays(month,year)); END; END GregorianMonthDays; PROCEDURE HeisMonthDays*(month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/HeisMonthDays ************************************************** * * NAME * HeisMonthDays -- Gives back the number of days of a month. (V33) * * SYNOPSIS * days := HeisMonthDays(month,year); * * PROCEDURE HeisMonthDays(month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * HeisMonthDays gives you back the number of days a month in * a specified year have. * For the year 1582 and the month 10 there are only 21 days, * because of the Gregorian-reform 10 days are delete from * the month (for more look out for books about this!) * * INPUTS * month - The month from wich you want to get the number of days. * year - The year in which the month is. * * RESULT * days - The number of days the month uses, or 0 if you use * a wrong month. * * EXAMPLE * ... * days := HeisMonthDays(1,1994); * WriteString("Days of January 1994 : "); * WriteCard(days,2); WriteLn; * ... * * NOTES * Use this function only for years from -7 to 8000! * * BUGS * See GregorianMonthDays! * * SEE ALSO * HeisLeapYear(),JulianMonthDays(),GregorianMonthDays() * ***************************************************************************** * * *) BEGIN IF (month = 2) AND HeisLeapYear(year) THEN RETURN(29); ELSIF (month = 2) AND (NOT HeisLeapYear(year)) THEN RETURN(28); ELSE (* use Gregorian fkt for other calcs *) RETURN(GregorianMonthDays(month,year)); END; END HeisMonthDays; (* ----------------------------------------------------------------------- *) PROCEDURE JulianYearDays*(year : INTEGER) : INTEGER; (* ******* Date/JulianYearDays ************************************************* * * NAME * JulianYearDays -- Gives back the number of days in a year. (V33) * * SYNOPSIS * days := JulianYearDays(year); * * PROCEDURE JulianYearDays(year : INTEGER) : INTEGER; * * FUNCTION * JulianYearDays gives you back the number of days in * a specified year. * * INPUTS * year - The year in which to count the days. * * RESULT * days - The number of days the year uses. * * EXAMPLE * ... * days := JulianYearDays(1994); * WriteString("Days of 1994 : "); * WriteCard(days,3); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * JulianMonthDays(),GregorianYearDays(),HeisYearDays() * ***************************************************************************** * * *) VAR month : SHORTINT; days : INTEGER; BEGIN days := 0; FOR month := 1 TO 12 DO (* add the days of all 12 month *) days := days + JulianMonthDays(month,year); END; RETURN(days); END JulianYearDays; PROCEDURE GregorianYearDays*(year : INTEGER) : INTEGER; (* ******* Date/GregorianYearDays ********************************************** * * NAME * GregorianYearDays -- Gives back the number of days in a year. (V33) * * SYNOPSIS * days := GregorianYearDays(year); * * PROCEDURE GregorianYearDays(year : INTEGER) : INTEGER; * * FUNCTION * GregorianYearDays gives you back the number of days in * a specified year. * * INPUTS * year - The year in which to count the days. * (I think its better not to use years before -7!) * * RESULT * days - The number of days the year uses. * * EXAMPLE * ... * days := GregorianYearDays(1994); * WriteString("Days of 1994 : "); * WriteCard(days,3); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 3200! * * BUGS * No known bugs. * * SEE ALSO * GregorianMonthDays(),JulianYearDays(),HeisYearDays() * ***************************************************************************** * * *) VAR month : SHORTINT; days : INTEGER; BEGIN days := 0; FOR month := 1 TO 12 DO (* add the days of all 12 month *) days := days + GregorianMonthDays(month,year); END; RETURN(days); END GregorianYearDays; PROCEDURE HeisYearDays*(year : INTEGER) : INTEGER; (* ******* Date/HeisYearDays *************************************************** * * NAME * HeisYearDays -- Gives back the number of days in a year. (V33) * * SYNOPSIS * days := HeisYearDays(year); * * PROCEDURE HeisYearDays(year : INTEGER) : INTEGER; * * FUNCTION * HeisYearDays gives you back the number of days in * a specified year. * * INPUTS * year - The year in which to count the days. * (I think its better not to use years before -7!) * * RESULT * days - The number of days the year uses. * * EXAMPLE * ... * days := HeisYearDays(1994); * WriteString("Days of 1994 : "); * WriteCard(days,3); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 8000! * * BUGS * No known bugs. * * SEE ALSO * HeisMonthDays(),JulianYearDays(),GregorianYearDays() * ***************************************************************************** * * *) VAR month : SHORTINT; days : INTEGER; BEGIN days := 0; FOR month := 1 TO 12 DO (* add the days of all 12 month *) days := days + HeisMonthDays(month,year); END; RETURN(days); END HeisYearDays; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDaySmaller*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/JulianDaySmaller *********************************************** * * NAME * JulianDaySmaller -- Checks if date1 is smaller than date2. (V33) * * SYNOPSIS * smaller := JulianDaySmaller(day1,month1,year1,day2,month2,year2); * * PROCEDURE JulianDaySmaller(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; * * FUNCTION * JulianDaySmaller test if date1 is smaller than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * smaller - This is TRUE is date1 < date2 otherwise it's FALSE. * * EXAMPLE * ... * IF JulianDaySmaller(18,9,1970,22,1,1994) THEN * WriteString("<"); WriteLn; * ELSE * WriteString(">="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * GregorianDaySmaller(),HeisDaySmaller() * ***************************************************************************** * * *) BEGIN IF year1 = year2 THEN IF month1 = month2 THEN RETURN(day1 < day2); ELSE RETURN(month1 < month2); END; ELSE RETURN(year1 < year2); END; END JulianDaySmaller; PROCEDURE GregorianDaySmaller*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/GregorianDaySmaller ******************************************** * * NAME * GregorianDaySmaller -- Checks if date1 is smaller than date2. (V33) * * SYNOPSIS * smaller := GregorianDaySmaller(day1,month1,year1,day2,month2,year2); * * PROCEDURE GregorianDaySmaller(day1,month1 : SHORTINT; * year1 : INTEGER; day2,month2 : SHORTINT; * year2 : INTEGER) : BOOLEAN; * * FUNCTION * GregorianDaySmaller test if date1 is smaller than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * smaller - This is TRUE is date1 < date2 otherwise it's FALSE. * * EXAMPLE * ... * IF GregorianDaySmaller(18,9,1970,22,1,1994) THEN * WriteString("<"); WriteLn; * ELSE * WriteString(">="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 3200! * * BUGS * No known bugs. * * SEE ALSO * JulianDaySmaller(),HeisDaySmaller() * ***************************************************************************** * * *) BEGIN RETURN(JulianDaySmaller(day1,month1,year1,day2,month2,year2)); END GregorianDaySmaller; PROCEDURE HeisDaySmaller*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/HeisDaySmaller ************************************************* * * NAME * HeisDaySmaller -- Checks if date1 is smaller than date2. (V33) * * SYNOPSIS * smaller := HeisDaySmaller(day1,month1,year1,day2,month2,year2); * * PROCEDURE HeisDaySmaller(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; * * FUNCTION * HeisDaySmaller test if date1 is smaller than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * smaller - This is TRUE is date1 < date2 otherwise it's FALSE. * * EXAMPLE * ... * IF HeisDaySmaller(18,9,1970,22,1,1994) THEN * WriteString("<"); WriteLn; * ELSE * WriteString(">="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 8000! * * BUGS * No known bugs. * * SEE ALSO * JulianDaySmaller(),GregorianDaySmaller() * ***************************************************************************** * * *) BEGIN (* To avoid bugs if differences to JulianDaySmaller was found! *) RETURN(GregorianDaySmaller(day1,month1,year1,day2,month2,year2)); END HeisDaySmaller; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDayGreater*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/JulianDayGreater *********************************************** * * NAME * JulianDayGreater -- Checks if date1 is greater than date2. (V33) * * SYNOPSIS * greater := JulianDayGreater(day1,month1,year1,day2,month2,year2); * * PROCEDURE JulianDayGreater(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; * * FUNCTION * JulianDayGreater test if date1 is greater than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * greater - This is TRUE is date1 > date2 otherwise it's FALSE. * * EXAMPLE * ... * IF JulianDayGreater(18,9,1970,22,1,1994) THEN * WriteString(">"); WriteLn; * ELSE * WriteString("<="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * GregorianDayGreater(),HeisDayGreater() * ***************************************************************************** * * *) BEGIN IF year1 = year2 THEN IF month1 = month2 THEN RETURN(day1 > day2); ELSE RETURN(month1 > month2); END; ELSE RETURN(year1 > year2); END; END JulianDayGreater; PROCEDURE GregorianDayGreater*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/GregorianDayGreater ******************************************** * * NAME * GregorianDayGreater -- Checks if date1 is great than date2. (V33) * * SYNOPSIS * greater := GregorianDayGreater(day1,month1,year1,day2,month2,year2); * * PROCEDURE GregorianDayGreater(day1,month1 : SHORTINT; * year1 : INTEGER; day2,month2 : SHORTINT; * year2 : INTEGER) : BOOLEAN; * * FUNCTION * GregorianDayGreater test if date1 is greater than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * greater - This is TRUE is date1 > date2 otherwise it's FALSE. * * EXAMPLE * ... * IF GregorianDayGreater(18,9,1970,22,1,1994) THEN * WriteString(">"); WriteLn; * ELSE * WriteString("<="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 3200! * * BUGS * No known bugs. * * SEE ALSO * JulianDayGreater(),HeisDayGreater() * ***************************************************************************** * * *) BEGIN RETURN(JulianDayGreater(day1,month1,year1,day2,month2,year2)); END GregorianDayGreater; PROCEDURE HeisDayGreater*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; (* ******* Date/HeisDayGreater ************************************************* * * NAME * HeisDayGreater -- Checks if date1 is greater than date2. (V33) * * SYNOPSIS * greater := HeisDayGreater(day1,month1,year1,day2,month2,year2); * * PROCEDURE HeisDayGreater(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : BOOLEAN; * * FUNCTION * HeisDayGreater test if date1 is great than date2. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * greater - This is TRUE is date1 > date2 otherwise it's FALSE. * * EXAMPLE * ... * IF HeisDaySmaller(18,9,1970,22,1,1994) THEN * WriteString(">"); WriteLn; * ELSE * WriteString("<="); WriteLn; * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 8000! * * BUGS * No known bugs. * * SEE ALSO * JulianDayGreater(),GregorianDayGreater() * ***************************************************************************** * * *) BEGIN (* To avoid bugs if differences to JulianDayGreater was found! *) RETURN(GregorianDayGreater(day1,month1,year1,day2,month2,year2)); END HeisDayGreater; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDayDiff*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; (* ******* Date/JulianDayDiff ************************************************** * * NAME * JulianDayDiff -- Calculates the days between 2 dates. (V33) * * SYNOPSIS * days := JulianDayDiff(day1,month1,year1,day2,month2,year2); * * PROCEDURE JulianDayDiff(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; * * FUNCTION * JulianDayDiff gives you back the number of days between * two specified dates. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * days - The number of days between the two dates * (positive if date1 <= date2). * * EXAMPLE * ... * days := JulianDayDiff(18,9,1970,22,1,1994); * WriteString("Age of Kai Hofmann in days : "); * WriteInt(days,10); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 1582! * * BUGS * No known bugs. * * SEE ALSO * GregorianDayDiff(),HeisDayDiff(),JulianMonthDays(),JulianYearDays() * ***************************************************************************** * * *) VAR t1,t2 : LONGINT; BEGIN t1 := day1; (* set days left in the actual month *) t2 := day2; WHILE month1 > 1 DO (* calc days left by the gone month of the year1 *) DEC(month1); t1 := t1 + JulianMonthDays(month1,year1); END; WHILE month2 > 1 DO (* calc days left by the gone month of the year2 *) DEC(month2); t2 := t2 + JulianMonthDays(month2,year2); END; WHILE year1 > year2 DO (* calc days of diff years *) DEC(year1); t1 := t1 + JulianYearDays(year1); END; WHILE year1 < year2 DO (* calc days of diff years *) DEC(year2); t2 := t2 + JulianYearDays(year2); END; RETURN(t2-t1); END JulianDayDiff; PROCEDURE GregorianDayDiff*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; (* ******* Date/GregorianDayDiff *********************************************** * * NAME * GregorianDayDiff -- Calculates the days between 2 dates. (V33) * * SYNOPSIS * days := GregorianDayDiff(day1,month1,year1,day2,month2,year2); * * PROCEDURE GregorianDayDiff(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; * * FUNCTION * GregorianDayDiff gives you back the number of days between * two specified dates. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * days - The number of days between the two dates * (positive if date1 <= date2). * * EXAMPLE * ... * days := GregorianDayDiff(18,9,1970,22,1,1994); * WriteString("Age of Kai Hofmann in days : "); * WriteInt(days,10); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 3200! * * BUGS * If you use on of the dates 5.10.1582 to 14.10.1582 you will become * wrong output, because this days don't exist! * * SEE ALSO * JulianDayDiff(),HeisDayDiff(),GregorianDaySmaller(), * GregorianDayGreater(),GregorianMonthDays(),GregorianYearDays() * ***************************************************************************** * * *) VAR t1,t2 : LONGINT; BEGIN t1 := day1; (* set days left in the actual month *) t2 := day2; IF (year1 = 1582) AND (month1 = 10) THEN IF (day1 < 5) AND GregorianDaySmaller(day1,month1,year1,day2,month2,year2) AND GregorianDaySmaller(day2,month2,year2,1,11,1582) AND GregorianDayGreater(day2,month2,year2,14,10,1582) THEN t2 := t2 - 10; END; IF day1 > 14 THEN IF GregorianDaySmaller(day1,month1,year1,day2,month2,year2) AND GregorianDayGreater(day2,month2,year2,31,10,1582) THEN t2 := t2 +10; END; IF GregorianDayGreater(day1,month1,year1,day2,month2,year2) AND GregorianDaySmaller(day2,month2,year2,5,10,1582) THEN t1 := t1 -10; END; END; END; IF (year2 = 1582) AND (month2 = 10) AND (day2 > 14) THEN IF GregorianDaySmaller(day2,month2,year2,day1,month1,year1) AND GregorianDayGreater(day1,month1,year1,31,10,1582) THEN t1 := t1 +10; END; IF GregorianDayGreater(day2,month2,year2,day1,month1,year1) AND GregorianDaySmaller(day1,month1,year1,1,10,1582) THEN t2 := t2 -10; END; END; WHILE month1 > 1 DO (* calc days left by the gone month of the year1 *) DEC(month1); t1 := t1 + GregorianMonthDays(month1,year1); END; WHILE month2 > 1 DO (* calc days left by the gone month of the year2 *) DEC(month2); t2 := t2 + GregorianMonthDays(month2,year2); END; WHILE year1 > year2 DO (* calc days of diff years *) DEC(year1); t1 := t1 + GregorianYearDays(year1); END; WHILE year1 < year2 DO (* calc days of diff years *) DEC(year2); t2 := t2 + GregorianYearDays(year2); END; RETURN(t2-t1); END GregorianDayDiff; PROCEDURE HeisDayDiff*(day1,month1 : SHORTINT; year1 : INTEGER; day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; (* ******* Date/HeisDayDiff **************************************************** * * NAME * HeisDayDiff -- Calculates the days between 2 dates. (V33) * * SYNOPSIS * days := HeisDayDiff(day1,month1,year1,day2,month2,year2); * * PROCEDURE HeisDayDiff(day1,month1 : SHORTINT; year1 : INTEGER; * day2,month2 : SHORTINT; year2 : INTEGER) : LONGINT; * * FUNCTION * HeisDayDiff gives you back the number of days between * two specified dates. * * INPUTS * day1 - day of the first date * month1 - month of the first date * year1 - year of the first date * day2 - day of the second date * month2 - month of the second month * year2 - year of the second date * * RESULT * days - The number of days between the two dates * (positive if date1 <= date2). * * EXAMPLE * ... * days := HeisDayDiff(18,9,1970,22,1,1994); * WriteString("Age of Kai Hofmann in days : "); * WriteInt(days,10); WriteLn; * ... * * NOTES * Its is better only to use this function for years from -7 to 8000! * * BUGS * If you use on of the dates 5.10.1582 to 14.10.1582 you will become * wrong output, because this days don't exist! * * SEE ALSO * JulianDayDiff(),GregorianDayDiff(),HeisDaySmaller(),HeisDayGreater(), * HeisMonthDays(),HeisYearDays() * ***************************************************************************** * * *) VAR t1,t2 : LONGINT; BEGIN t1 := day1; (* set days left in the actual month *) t2 := day2; IF (year1 = 1582) AND (month1 = 10) THEN IF (day1 < 5) AND HeisDaySmaller(day1,month1,year1,day2,month2,year2) AND HeisDaySmaller(day2,month2,year2,1,11,1582) AND HeisDayGreater(day2,month2,year2,14,10,1582) THEN t2 := t2 - 10; END; IF day1 > 14 THEN IF HeisDaySmaller(day1,month1,year1,day2,month2,year2) AND HeisDayGreater(day2,month2,year2,31,10,1582) THEN t2 := t2 +10; END; IF HeisDayGreater(day1,month1,year1,day2,month2,year2) AND HeisDaySmaller(day2,month2,year2,5,10,1582) THEN t1 := t1 -10; END; END; END; IF (year2 = 1582) AND (month2 = 10) AND (day2 > 14) THEN IF HeisDaySmaller(day2,month2,year2,day1,month1,year1) AND HeisDayGreater(day1,month1,year1,31,10,1582) THEN t1 := t1 +10; END; IF HeisDayGreater(day2,month2,year2,day1,month1,year1) AND HeisDaySmaller(day1,month1,year1,1,10,1582) THEN t2 := t2 -10; END; END; WHILE month1 > 1 DO (* calc days left by the gone month of the year1 *) DEC(month1); t1 := t1 + HeisMonthDays(month1,year1); END; WHILE month2 > 1 DO (* calc days left by the gone month of the year2 *) DEC(month2); t2 := t2 + HeisMonthDays(month2,year2); END; WHILE year1 > year2 DO (* calc days of diff years *) DEC(year1); t1 := t1 + HeisYearDays(year1); END; WHILE year1 < year2 DO (* calc days of diff years *) DEC(year2); t2 := t2 + HeisYearDays(year2); END; RETURN(t2-t1); END HeisDayDiff; (* ----------------------------------------------------------------------- *) PROCEDURE JulianWeekday*(day,month : SHORTINT; year : INTEGER) : Weekdays; (* ******* Date/JulianWeekday ************************************************** * * NAME * JulianWeekday -- Gets the weekday of a specified date. (V33) * * SYNOPSIS * weekday := JulianWeekday(day,month,year); * * PROCEDURE JulianWeekday(day,month : SHORTINT; * year : INTEGER) : Weekday; * * FUNCTION * JulianWeekday gets the weekday for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * weekday - This result is of type: * Weekdays = (dayerr,monday,tuesday,wednesday,thursday,freiday, * saturday,sunday); * dayerr will show you, that an error occurs! * * EXAMPLE * ... * weekday := JulianWeekday(4,10,1582); * IF weekday = dayerr THEN * ... * END; * ... * * NOTES * Its is better only to use this function for years from 0 to 1582! * In this version no dayerr will occur! * * BUGS * For years < 0 errors could occur, or systemcrashs(?). * * SEE ALSO * GregorianWeekday(),HeisWeekday() * ***************************************************************************** * * *) VAR decade,wday : SHORTINT; BEGIN (* January and february dates must be 13 and 14 of the year before! *) IF month IN {1,2} THEN month := 12 + month; DEC(year); END; decade := SHORT(year - ((year DIV 100) * 100)); (* Formula from Ch. Zeller in 1877 *) wday := (day + (((month+1) * 26) DIV 10) + decade + (decade DIV 4) + 5 - SHORT(year DIV 100)) MOD 7; (* Convert (1-su 2-mo 3-tu 4-we 5-th 6-fr 7/0-sa) to normal days *) IF wday = 0 THEN wday := 6; ELSE DEC(wday); IF wday = 0 THEN wday := 7; END; END; RETURN(wday); END JulianWeekday; PROCEDURE GregorianWeekday*(day,month : SHORTINT; year : INTEGER) : Weekdays; (* ******* Date/GregorianWeekday *********************************************** * * NAME * GregorianWeekday -- Gets the weekday of a specified date. (V33) * * SYNOPSIS * weekday := GregorianWeekday(day,month,year); * * PROCEDURE GregorianWeekday(day,month : SHORTINT; * year : INTEGER) : Weekday; * * FUNCTION * GregorianWeekday gets the weekday for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * weekday - This result is of type: * Weekdays = (dayerr,monday,tuesday,wednesday,thursday,freiday, * saturday,sunday); * dayerr will show you, that an error occurs! * * EXAMPLE * ... * weekday := GregorianWeekday(22,1,1994); * IF weekday = dayerr THEN * ... * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 3200! * In this version dayerr will only occur for the lost days :) * * BUGS * It's not possible to use years < 0 (for more see JulianWeekday()). * * SEE ALSO * JulianWeekday(),HeisWeekday(),GregorianDaySmaller(), * GregorianLeapYear() * ***************************************************************************** * * *) VAR weekday : Weekdays; wd : INTEGER; BEGIN IF GregorianDaySmaller(day,month,year,BeforeGregorianDay+1, BeforeGregorianMonth,BeforeGregorianYear) THEN RETURN(JulianWeekday(day,month,year)); ELSIF GregorianDaySmaller(day,month,year,AfterGregorianDay, AfterGregorianMonth,AfterGregorianYear) THEN RETURN(dayerr); ELSE (* Formula from J. I. Perelman 1909 *) wd := SHORT(year + (year DIV 4) - (year DIV 100) + (year DIV 400) + GregorianDayDiff(1,1,year,day,month,year)); IF GregorianLeapYear(year) THEN DEC(wd); END; weekday := SHORT(wd MOD 7); IF weekday = dayerr THEN weekday := sunday; END; RETURN(weekday); END; END GregorianWeekday; PROCEDURE HeisWeekday*(day,month : SHORTINT; year : INTEGER) : Weekdays; (* ******* Date/HeisWeekday **************************************************** * * NAME * HeisWeekday -- Gets the weekday of a specified date. (V33) * * SYNOPSIS * weekday := HeisWeekday(day,month,year); * * PROCEDURE HeisWeekday(day,month : SHORTINT; * year : INTEGER) : Weekday; * * FUNCTION * HeisWeekday gets the weekday for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * weekday - This result is of type: * Weekdays = (dayerr,monday,tuesday,wednesday,thursday,freiday, * saturday,sunday); * dayerr will show you, that an error occurs! * * EXAMPLE * ... * weekday := HeisWeekday(22,1,1994); * IF weekday = dayerr THEN * ... * END; * ... * * NOTES * Its is better only to use this function for years from -7 to 8000! * In this version dayerr will only occur for the lost days :) * * BUGS * Its not possible to use year < 0 (see JulianWeekday() for more). * * SEE ALSO * JulianWeekday(),GregorianWeekday(),HeisDaySmaller(),HeisLeapYear() * ***************************************************************************** * * *) VAR weekday : Weekdays; wd : INTEGER; BEGIN IF HeisDaySmaller(day,month,year,StartHeisDay, StartHeisMonth,StartHeisYear) THEN RETURN(GregorianWeekday(day,month,year)); ELSE (* Formula from J. I. Perelman 1909 - extended for N.Heis in 01.1994 by Kai Hofmann *) wd := SHORT(year + (year DIV 4) - (year DIV 100) + (year DIV 400) - (year DIV 3200) + HeisDayDiff(1,1,year,day,month,year)); IF HeisLeapYear(year) THEN DEC(wd); END; weekday := SHORT(wd MOD 7); IF weekday = dayerr THEN weekday := sunday; END; RETURN(weekday); END; END HeisWeekday; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDaysBeforeWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/JulianDaysBeforeWeekday **************************************** * * NAME * JulianDaysBeforeWeekday -- Returns the diff to the wday before. (V33) * * SYNOPSIS * days := JulianDaysBeforeWeekday(day,month,year,weekday); * * PROCEDURE JulianDaysBeforeWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday before the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 2! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days back to the searched weekday (0-6) * If you get back 8 an error occurs! * * EXAMPLE * ... * days := JulianDaysBeforeWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 1582! * * BUGS * See JulianWeekday()! * * SEE ALSO * GregorianDaysBeforeWeekday(),HeisDaysBeforeWeekday(),JulianWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := JulianWeekday(day,month,year); IF wday >= weekday THEN RETURN(wday-weekday); ELSE (* wday < weekday *) RETURN(7-weekday+wday); END; END; END JulianDaysBeforeWeekday; PROCEDURE GregorianDaysBeforeWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/GregorianDaysBeforeWeekday ************************************* * * NAME * GregorianDaysBeforeWeekday -- Returns the diff to wday before. (V33) * * SYNOPSIS * days := GregorianDaysBeforeWeekday(day,month,year,weekday); * * PROCEDURE GregorianDaysBeforeWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday before the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 2! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days back to the searched weekday (1-7) * If you get back 8 an error occurs! * * EXAMPLE * ... * days := GregorianDaysBeforeWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 3200! * * BUGS * See GregorianWeekday()! * * SEE ALSO * JulianDaysBeforeWeekday(),HeisDaysBeforeWekday(),GregorianWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := GregorianWeekday(day,month,year); IF wday >= weekday THEN RETURN(wday-weekday); ELSE (* wday < weekday *) RETURN(7-weekday+wday); END; END; END GregorianDaysBeforeWeekday; PROCEDURE HeisDaysBeforeWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/HeisDaysBeforeWeekday ****************************************** * * NAME * HeisDaysBeforeWeekday -- Returns the diff to wday before. (V33) * * SYNOPSIS * days := HeisDaysBeforeWeekday(day,month,year,weekday); * * PROCEDURE HeisDaysBeforeWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday before the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 2! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days back to the searched weekday (1-7) * If you get back 8 an error occurs! * * EXAMPLE * ... * days := HeisDaysBeforeWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 8000! * * BUGS * See HeisWeekday()! * * SEE ALSO * JulianDaysBeforeWeekday(),GregorianDaysBeforeWeekday(),HeisWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := HeisWeekday(day,month,year); IF wday >= weekday THEN RETURN(wday-weekday); ELSE (* wday < weekday *) RETURN(7-weekday+wday); END; END; END HeisDaysBeforeWeekday; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDaysAfterWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/JulianDaysAfterWeekday ***************************************** * * NAME * JulianDaysAfterWeekday -- Returns the diff to the wday after. (V33) * * SYNOPSIS * days := JulianDaysAfterWeekday(day,month,year,weekday); * * PROCEDURE JulianDaysAfterWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday after the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 5! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days after to the searched weekday. * * EXAMPLE * ... * days := JulianDaysAfterWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 1582! * * BUGS * See JulianWeekday()! * * SEE ALSO * GregorianDaysAfterWeekday(),HeisDaysAfterWeekday(),JulianWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := JulianWeekday(day,month,year); IF wday <= weekday THEN RETURN(weekday-wday); ELSE (* wday > weekday *) RETURN(7-wday+weekday); END; END; END JulianDaysAfterWeekday; PROCEDURE GregorianDaysAfterWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/GregorianDaysAfterWeekday ************************************** * * NAME * GregorianDaysAfterWeekday -- Returns the diff to wday after. (V33) * * SYNOPSIS * days := GregorianDaysAfterWeekday(day,month,year,weekday); * * PROCEDURE GregorianDaysAfterWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday after the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 5! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days after to the searched weekday. * * EXAMPLE * ... * days := GregorianDaysAfterWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 3200! * * BUGS * See GregorianWeekday()! * * SEE ALSO * JulianDaysAfterWeekday(),HeisDaysAfterWeekday(),GregorianWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := GregorianWeekday(day,month,year); IF wday <= weekday THEN RETURN(weekday-wday); ELSE (* wday > weekday *) RETURN(7-wday+weekday); END; END; END GregorianDaysAfterWeekday; PROCEDURE HeisDaysAfterWeekday*(day,month : SHORTINT; year : INTEGER; weekday : Weekdays) : SHORTINT; (* ******* Date/HeisDaysAfterWeekday ******************************************* * * NAME * HeisDaysAfterWeekday -- Returns the diff to the wday after. (V33) * * SYNOPSIS * days := HeisDaysAfterWeekday(day,month,year,weekday); * * PROCEDURE HeisDaysAfterWeekday(day,month : SHORTINT; * year : INTEGER; weekday : Weekdays) : SHORTINT; * * FUNCTION * Returns the days to the weekday after the specified date. * So if you specifie the 22.1.1994 (saturday) and thursday * you get back 5! * If you specifie the 22.1.1994 and saturday you became back 0 * (the same day)! * * INPUTS * day - day of the date * month - month of the date * year - year of the date * weekday - weekday to search for building difference * * RESULT * days - The days after to the searched weekday. * * EXAMPLE * ... * days := HeisDaysAfterWeekday(22,1,1994,thursday); * ... * * NOTES * Its better to use this fkt only from -7 to 8000! * * BUGS * See HeisWeekday()! * * SEE ALSO * JulianDaysAfterWeekday(),GregorianDaysAfterWeekday(),HeisWeekday() * ***************************************************************************** * * *) VAR wday : Weekdays; BEGIN IF weekday = dayerr THEN RETURN(8); ELSE wday := HeisWeekday(day,month,year); IF wday <= weekday THEN RETURN(weekday-wday); ELSE (* wday > weekday *) RETURN(7-wday+weekday); END; END; END HeisDaysAfterWeekday; (* ----------------------------------------------------------------------- *) PROCEDURE JulianDiffDate*(day,month : SHORTINT; year,days : INTEGER; VAR dday,dmonth : SHORTINT; VAR dyear : INTEGER); (* ******* Date/JulianDiffDate ************************************************* * * NAME * JulianDiffDate -- Returns the date for a diff to another date. (V33) * * SYNOPSIS * JulianDiffDate(day,month,year,diffdays,dday,dmonth,dyear); * * PROCEDURE JulianDiffDate(day,month : SHORTINT; year,days : INTEGER; * VAR dday,dmonth : SHORTINT; VAR dyear : INTEGER); * * FUNCTION * Returns the date wich lies diffdays before/after the specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * diffdays - difference to the date in days * * RESULT * dday - Destination day * dmonth - Destination month * dyear - Destination year * * EXAMPLE * ... * JulianDiffDate(23,1,1994,7,dday,dmonth,dyear); * ... * * NOTES * Its better to use this fkt only from -7 to 1582! * * BUGS * unknown. * * SEE ALSO * GregorianDiffDate(),HeisDiffDate(),JulianDayDiff(),JulianMonthDays() * ***************************************************************************** * * *) VAR ddays : INTEGER; BEGIN dday := day; dmonth := month; dyear := year; IF days >= 0 THEN (* add *) ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,1,1,dyear+1)); WHILE days >= ddays DO (* years *) dday := 1; dmonth := 1; INC(dyear); days := SHORT(days - ddays); ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,1,1,dyear+1)); END; ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); WHILE days >= ddays DO (* months *) dday := 1; INC(dmonth); days := days - ddays; ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); END; IF days > 0 THEN (* days *) dday := SHORT(dday + days); END; ELSE (* sub *) ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,31,12,dyear-1)); WHILE days <= ddays DO (* years *) dday := 31; dmonth := 12; DEC(dyear); days := days - ddays; ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,31,12,dyear-1)); END; ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,JulianMonthDays(dmonth-1,dyear),dmonth-1,dyear)); WHILE days <= ddays DO (* months *) dday := JulianMonthDays(dmonth-1,dyear); DEC(dmonth); days := days - ddays; ddays := SHORT(JulianDayDiff(dday,dmonth,dyear,JulianMonthDays(dmonth-1,dyear),dmonth-1,dyear)); END; IF days < 0 THEN dday := SHORT(dday - ABS(days)); END; END; END JulianDiffDate; PROCEDURE GregorianDiffDate*(day,month : SHORTINT; year,days : INTEGER; VAR dday,dmonth : SHORTINT; VAR dyear : INTEGER); (* ******* Date/GregorianDiffDate ********************************************** * * NAME * GregorianDiffDate -- Returns the diff date to another date. (V33) * * SYNOPSIS * GregorianDiffDate(day,month,year,diffdays,dday,dmonth,dyear); * * PROCEDURE GregorianDiffDate(day,month : SHORTINT; * year,days : INTEGER; VAR dday,dmonth : SHORTINT; * VAR dyear : INTEGER); * * FUNCTION * Returns the date wich lies diffdays before/after the specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * diffdays - difference to the date in days * * RESULT * dday - Destination day * dmonth - Destination month * dyear - Destination year * * EXAMPLE * ... * GregorianDiffDate(23,1,1994,7,dday,dmonth,dyear); * ... * * NOTES * Its better to use this fkt only from -7 to 3200! * * BUGS * unknown. * * SEE ALSO * JulianDiffDate(),HeisDiffDate(),GregoriandayDiff(), * GregorianMonthDays() * ***************************************************************************** * * *) VAR ddays : INTEGER; BEGIN dday := day; dmonth := month; dyear := year; IF days >= 0 THEN (* add *) ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,1,1,dyear+1)); WHILE days >= ddays DO (* years *) dday := 1; dmonth := 1; INC(dyear); days := days - ddays; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,1,1,dyear+1)); END; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); WHILE days >= ddays DO (* months *) dday := 1; INC(dmonth); days := days - ddays; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); END; IF days > 0 THEN (* days *) dday := SHORT(dday + days); END; ELSE (* sub *) ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,31,12,dyear-1)); WHILE days <= ddays DO (* years *) dday := 31; dmonth := 12; DEC(dyear); days := days - ddays; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,31,12,dyear-1)); END; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,GregorianMonthDays(dmonth-1,dyear),dmonth-1,dyear)); WHILE days <= ddays DO (* months *) dday := GregorianMonthDays(dmonth-1,dyear); DEC(dmonth); days := days - ddays; ddays := SHORT(GregorianDayDiff(dday,dmonth,dyear,GregorianMonthDays(dmonth-1,dyear),dmonth-1,dyear)); END; IF days < 0 THEN dday := SHORT(dday - ABS(days)); END; END; END GregorianDiffDate; PROCEDURE HeisDiffDate*(day,month : SHORTINT; year,days : INTEGER; VAR dday,dmonth : SHORTINT; VAR dyear : INTEGER); (* ******* Date/HeisDiffDate *************************************************** * * NAME * HeisDiffDate -- Returns the date for a diff to another date. (V33) * * SYNOPSIS * HeisDiffDate(day,month,year,diffdays,dday,dmonth,dyear); * * PROCEDURE HeisDiffDate(day,month : SHORTINT; year,days : INTEGER; * VAR dday,dmonth : SHORTINT; VAR dyear : INTEGER); * * FUNCTION * Returns the date wich lies diffdays before/after the specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * diffdays - difference to the date in days * * RESULT * dday - Destination day * dmonth - Destination month * dyear - Destination year * * EXAMPLE * ... * HeisDiffDate(23,1,1994,7,dday,dmonth,dyear); * ... * * NOTES * Its better to use this fkt only from -7 to 8000! * * BUGS * unknown. * * SEE ALSO * JuliandiffDate(),GregorianDiffdate(),HeisDayDiff(),HeisMonthDays() * ***************************************************************************** * * *) VAR ddays : INTEGER; BEGIN dday := day; dmonth := month; dyear := year; IF days >= 0 THEN (* add *) ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,1,1,dyear+1)); WHILE days >= ddays DO (* years *) dday := 1; dmonth := 1; INC(dyear); days := days - ddays; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,1,1,dyear+1)); END; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); WHILE days >= ddays DO (* months *) dday := 1; INC(dmonth); days := days - ddays; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,1,dmonth+1,dyear)); END; IF days > 0 THEN (* days *) dday := SHORT(dday + days); END; ELSE (* sub *) ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,31,12,dyear-1)); WHILE days <= ddays DO (* years *) dday := 31; dmonth := 12; DEC(dyear); days := days - ddays; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,31,12,dyear-1)); END; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,HeisMonthDays(dmonth-1,dyear),dmonth-1,dyear)); WHILE days <= ddays DO (* months *) dday := HeisMonthDays(dmonth-1,dyear); DEC(dmonth); days := days - ddays; ddays := SHORT(HeisDayDiff(dday,dmonth,dyear,HeisMonthDays(dmonth-1,dyear),dmonth-1,dyear)); END; IF days < 0 THEN dday := SHORT(dday - ABS(days)); END; END; END HeisDiffDate; (* ----------------------------------------------------------------------- *) PROCEDURE JYearToScaliger*(year : INTEGER) : INTEGER; (* ******* Date/JYearToScaliger ************************************************ * * NAME * JYearToScaliger -- Returns the year as Scaliger year. (V33) * * SYNOPSIS * syear := JYearToScaliger(year); * * PROCEDURE JYearToScaliger(year : INTEGER) : INTEGER; * * FUNCTION * Returns the Scaliger year. * * INPUTS * year - Julian year * * RESULT * syear - The Scaliger year * * EXAMPLE * ... * syear := JYearToScaliger(1582); * ... * * NOTES * Its better to use this fkt only from -7 to 1582! * * BUGS * unknown. * * SEE ALSO * GYearToScaliger(),HYearToScaliger() * ***************************************************************************** * * *) BEGIN IF (year < 0) AND (year > -4714) THEN RETURN(4714+year); ELSIF (year > 0) AND (year < 3268) THEN RETURN(4713+year); ELSE RETURN(0); END; END JYearToScaliger; PROCEDURE GYearToScaliger*(year : INTEGER) : INTEGER; (* ******* Date/GYearToScaliger ************************************************ * * NAME * GYearToScaliger -- Returns the year as Scaliger year. (V33) * * SYNOPSIS * syear := GYearToScaliger(year); * * PROCEDURE GYearToScaliger(year : INTEGER) : INTEGER; * * FUNCTION * Returns the Scaliger year. * * INPUTS * year - Gregorian year * * RESULT * syear - The Scaliger year * * EXAMPLE * ... * syear := GYearToScaliger(1994); * ... * * NOTES * Its better to use this fkt only from -7 to 3200! * * BUGS * unknown. * * SEE ALSO * JYearToScaliger(),HYearToScaliger() * ***************************************************************************** * * *) BEGIN (* if other calcs are better use here! *) RETURN(JYearToScaliger(year)); END GYearToScaliger; PROCEDURE HYearToScaliger*(year : INTEGER) : INTEGER; (* ******* Date/HYearToScaliger ************************************************ * * NAME * HYearToScaliger -- Returns the year as Scaliger year. (V33) * * SYNOPSIS * syear := HYearToScaliger(year); * * PROCEDURE HYearToScaliger(year : INTEGER) : INTEGER; * * FUNCTION * Returns the Scaliger year. * * INPUTS * year - Heis year * * RESULT * syear - The Scaliger year * * EXAMPLE * ... * syear := HYearToScaliger(1994); * ... * * NOTES * Its better to use this fkt only from -7 to 8000! * * BUGS * The Scaliger period is defined to 3268!!!. * * SEE ALSO * JYearToScaliger(),GYearToScaliger() * ***************************************************************************** * * *) BEGIN (* for compatiblities if GYearToScaliger will be changed *) RETURN(GYearToScaliger(year)); END HYearToScaliger; (* ----------------------------------------------------------------------- *) PROCEDURE ScaligerYearToJ*(syear : INTEGER) : INTEGER; (* ******* Date/ScaligerYearToJ ************************************************ * * NAME * ScaligerYearToJ -- Returns the Scaliger year as Julian year. (V33) * * SYNOPSIS * year := ScaligerYearToJ(syear); * * PROCEDURE ScaligerYearToJ(syear : INTEGER) : INTEGER; * * FUNCTION * Returns the Julian year of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * year - The Julian year * * EXAMPLE * ... * year := ScaligerYearToJ(4800); * ... * * NOTES * Its better to use this fkt only from 4707 to 6295! * * BUGS * unknown. * * SEE ALSO * ScaligerYearToG(),ScaligerYearToH() * ***************************************************************************** * * *) BEGIN IF (syear < 4714) THEN RETURN(4714+syear); ELSE RETURN(syear-4713); END; END ScaligerYearToJ; PROCEDURE ScaligerYearToG*(syear : INTEGER) : INTEGER; (* ******* Date/ScaligerYearToG ************************************************ * * NAME * ScaligerYearToG -- Returns the Scaliger year as Gregorian year. (V33) * * SYNOPSIS * year := ScaligerYearToG(syear); * * PROCEDURE ScaligerYearToG(syear : INTEGER) : INTEGER; * * FUNCTION * Returns the Gregorian year of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * year - The Gregorian year * * EXAMPLE * ... * year := ScaligerYearToG(6400); * ... * * NOTES * Its better to use this fkt only from 4707 to 7981! * * BUGS * unknown. * * SEE ALSO * ScaligerYearToJ(),ScaligerYearToH() * ***************************************************************************** * * *) BEGIN RETURN(ScaligerYearToJ(syear)); END ScaligerYearToG; PROCEDURE ScaligerYearToH*(syear : INTEGER) : INTEGER; (* ******* Date/ScaligerYearToH ************************************************ * * NAME * ScaligerYearToH -- Returns the Scaliger year as Heis year. (V33) * * SYNOPSIS * year := ScaligerYearToH(syear); * * PROCEDURE ScaligerYearToH(syear : INTEGER) : INTEGER; * * FUNCTION * Returns the Heis year of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * year - The Heis year * * EXAMPLE * ... * year := ScaligerYearToH(7000); * ... * * NOTES * Its better to use this fkt only from 4707 to 7981! * * BUGS * unknown. * * SEE ALSO * ScaligerYearToJ(),ScaligerYearToG() * ***************************************************************************** * * *) VAR year : INTEGER; BEGIN (* for compatibilitie if ScaligerYearToG is changed! *) RETURN(ScaligerYearToG(syear)); END ScaligerYearToH; (* ----------------------------------------------------------------------- *) PROCEDURE JSYearToJD*(syear : INTEGER) : LONGINT; (* ******* Date/JSYearToJD ***************************************************** * * NAME * JSYearToJD -- Calcs the JD from a Scaliger year. (V33) * * SYNOPSIS * jd := JSYearToJD(syear); * * PROCEDURE JSYearToJD(syear : INTEGER) : LONGINT; * * FUNCTION * Returns the Julianday of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * jd - The Julianday * * EXAMPLE * ... * jd := JSYearToJD(4800); * ... * * NOTES * Its better to use this fkt only from 4707 to 6295! * * BUGS * unknown. * * SEE ALSO * GSYearToJD(),HSYearToJD() * ***************************************************************************** * * *) BEGIN RETURN((LONG(syear)-1)*365+(LONG(syear)+2) DIV 4); END JSYearToJD; PROCEDURE GSYearToJD*(syear : INTEGER) : LONGINT; (* ******* Date/GSYearToJD ***************************************************** * * NAME * GSYearToJD -- Calcs the JD from a Scaliger year. (V33) * * SYNOPSIS * jd := GSYearToJD(syear); * * PROCEDURE GSYearToJD(syear : INTEGER) : LONGINT; * * FUNCTION * Returns the Julianday of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * jd - The Julianday * * EXAMPLE * ... * jd := GSYearToJD(4800); * ... * * NOTES * Its better to use this fkt only from 4707 to 7981! * * BUGS * unknown. * * SEE ALSO * JSYearToJD(),HSYearToJD() * ***************************************************************************** * * *) BEGIN IF syear < 6296 THEN (* 1583 *) RETURN(JSYearToJD(syear)); ELSE RETURN(JSYearToJD(6296)-10+GregorianDayDiff(1,1,1583,1,1,ScaligerYearToG(syear))); END; END GSYearToJD; PROCEDURE HSYearToJD*(syear : INTEGER) : LONGINT; (* ******* Date/HSYearToJD ***************************************************** * * NAME * HSYearToJD -- Calcs the JD from a Scaliger year. (V33) * * SYNOPSIS * jd := HSYearToJD(syear); * * PROCEDURE HSYearToJD(syear : INTEGER) : LONGINT; * * FUNCTION * Returns the Julianday of a Scaliger year. * * INPUTS * syear - Scaliger year * * RESULT * jd - The Julianday * * EXAMPLE * ... * jd := HSYearToJD(6700); * ... * * NOTES * Its better to use this fkt only from 4707 to 7981! * In this version only GSYearToJD() is called, because the * Scaliger period is only valid to 3268 * * BUGS * unknown. * * SEE ALSO * JSYearToJD(),GSYearToJD() * ***************************************************************************** * * *) BEGIN RETURN(GSYearToJD(syear)); END HSYearToJD; (* ----------------------------------------------------------------------- *) PROCEDURE JDtoMJD*(jd : LONGINT) : LONGINT; (* ******* Date/JDtoMJD ******************************************************** * * NAME * JDtoMJD -- Switches from JD to MJD. (V33) * * SYNOPSIS * mjd := JDtoMJD(jd); * * PROCEDURE JDtoMJD(jd : LONGINT) : LONGINT; * * FUNCTION * Returns the Modified Julianday of a Julianday. * * INPUTS * jd - Julianday * * RESULT * mjd - The Modified Julianday * * EXAMPLE * ... * mjd := JDtoMJD(2449354); * ... * * NOTES * none * * BUGS * Only use this funktion for jd > 2400001, because mjd is only * defined for this, otherwise system will crash! * * SEE ALSO * MJDtoJD() * ***************************************************************************** * * *) BEGIN RETURN(jd-2400001); END JDtoMJD; PROCEDURE MJDtoJD*(mjd : LONGINT) : LONGINT; (* ******* Date/MJDtoJD ******************************************************** * * NAME * MJDtoJD -- Switches from MJD to JD. (V33) * * SYNOPSIS * jd := MJDtoJD(mjd); * * PROCEDURE MJDtoJD(mjd : LONGINT) : LONGINT; * * FUNCTION * Returns the Julianday of a Modified Julianday. * * INPUTS * mjd - Modified Julianday * * RESULT * jd - The Julianday * * EXAMPLE * ... * jd := JDtoMJD(49353); * ... * * NOTES * none * * BUGS * unknown. * * SEE ALSO * MJDtoJD() * ***************************************************************************** * * *) BEGIN RETURN(mjd+2400001); END MJDtoJD; (* ----------------------------------------------------------------------- *) PROCEDURE JulianToJD*(day,month : SHORTINT; year : INTEGER) : LONGINT; (* ******* Date/JulianToJD ***************************************************** * * NAME * JulianToJD -- Returns the JD for a date. (V33) * * SYNOPSIS * jd := JulianToJD(day,month,year); * * PROCEDURE JulianToJD(day,month : SHORTINT; * year : INTEGER) : LONGINT; * * FUNCTION * Returns the JD for a Julian date. * * INPUTS * day - day of the date to convert * month - month of the date to convert * year - year of the date to convert * * RESULT * jd - This is the JD * * EXAMPLE * ... * jd := JulianToJD(23,1,1994); * ... * * NOTES * Its better to use this fkt only from -7 to 1582! * * BUGS * unknown. * * SEE ALSO * GregorianToJD(),HeisToJD(),JSYearToJD(),JYearToScaliger(), * JulianDayDiff() * ***************************************************************************** * * *) BEGIN RETURN(JSYearToJD(JYearToScaliger(year))+JulianDayDiff(1,1,year,day,month,year)); END JulianToJD; PROCEDURE GregorianToJD*(day,month : SHORTINT; year : INTEGER) : LONGINT; (* ******* Date/GregorianToJD ************************************************** * * NAME * GregorianToJD -- Returns the JD for a date. (V33) * * SYNOPSIS * jd := GregorianToJD(day,month,year); * * PROCEDURE GregorianToJD(day,month : SHORTINT; * year : INTEGER) : LONGINT; * * FUNCTION * Returns the JD for a Gregorian date. * * INPUTS * day - day of the date to convert * month - month of the date to convert * year - year of the date to convert * * RESULT * jd - This is the JD * * EXAMPLE * ... * jd := GregorianToJD(23,1,1994); * ... * * NOTES * Its better to use this fkt only from -7 to 3200! * * BUGS * unknown. * * SEE ALSO * JulianToJD(),HeisToJD(),GSYearToJD(),GYearToScaliger(), * GregorianDayDiff() * ***************************************************************************** * * *) BEGIN RETURN(GSYearToJD(GYearToScaliger(year))+GregorianDayDiff(1,1,year,day,month,year)); END GregorianToJD; PROCEDURE HeisToJD*(day,month : SHORTINT; year : INTEGER) : LONGINT; (* ******* Date/HeisToJD ******************************************************* * * NAME * HeisToJD -- Returns the JD for a date. (V33) * * SYNOPSIS * jd := HeisToJD(day,month,year); * * PROCEDURE HeisToJD(day,month : SHORTINT; * year : INTEGER) : LONGINT; * * FUNCTION * Returns the JD for a Heis date. * * INPUTS * day - day of the date to convert * month - month of the date to convert * year - year of the date to convert * * RESULT * jd - This is the JD * * EXAMPLE * ... * jd := HeisToJD(23,1,1994); * ... * * NOTES * Its better to use this fkt only from -7 to 3268! * * BUGS * unknown. * * SEE ALSO * JulianToJD(),GregorianToJD(),HSYearToJD(),HYearToScaliger(), * HeisDayDiff() * ***************************************************************************** * * *) BEGIN RETURN(HSYearToJD(HYearToScaliger(year))+HeisDayDiff(1,1,year,day,month,year)); END HeisToJD; (* ----------------------------------------------------------------------- *) PROCEDURE TimeToJD*(hour,min,sec : SHORTINT) : REAL; (* ******* Date/TimeToJD ******************************************************* * * NAME * TimeToJD -- Returns the JD for a time. (V33) * * SYNOPSIS * jd := TimeToJD(hour,min,sec); * * PROCEDURE TimeToJD(hour,min,sec : SHORTINT) : REAL; * * FUNCTION * Returns the JD for a specified time. * * INPUTS * hour - hour of the time to convert * min - minute of the time to convert * sec - sec. of the time to convert * * RESULT * jd - This is the JD time * * EXAMPLE * ... * jd := TimeToJD(16,33,0); * ... * * NOTES * none * * BUGS * There is no check, if the specified time is a valid time! * * SEE ALSO * JDToTime() * ***************************************************************************** * * *) BEGIN RETURN(LONG(LONG(hour*3600+min*60+sec)) / 86400.0); END TimeToJD; PROCEDURE JDToTime*(jd : REAL; VAR rhour,rmin,rsec : SHORTINT); (* ******* Date/JDToTime ******************************************************* * * NAME * JDToTime -- Returns the real time for a JD time. (V33) * * SYNOPSIS * JDToTime(jd,rhour,rmin,rsec); * * PROCEDURE JDToTime(jd : REAL; VAR rhour,rmin,rsec : SHORTINT); * * FUNCTION * Returns the real time for a JD time. * * INPUTS * jd - JD time * * RESULT * rhour - 24 hour real time * rmin - real minutes * rsec - real seconds * * EXAMPLE * ... * JDToTime(0.76543,rhour,rmin,rsec); * ... * * NOTES * none. * * BUGS * If jd is > 0 (including days) there will be occur arithmetic bugs! * * SEE ALSO * TimeToJD() * ***************************************************************************** * * *) VAR sec : LONGINT; BEGIN IF jd > 0.0 THEN jd := jd - ENTIER(jd); END; sec := ENTIER(jd * 86400.0); rhour := SHORT(SHORT(sec DIV 3600)); sec := sec - (sec DIV 3600) * 3600; rmin := SHORT(SHORT(sec DIV 60)); sec := sec - (sec DIV 60) * 60; rsec := SHORT(SHORT(sec)); END JDToTime; (* ----internal----------------------------------------------------------- *) PROCEDURE GregorianSZ(year : INTEGER) : SHORTINT; (* *****i* Date/GregorianSZ **************************************************** * * NAME * GregorianSZ -- Returns the 'Sonnenzirkel' (V33) * * SYNOPSIS * sz := GregorianSZ(year); * * PROCEDURE GregorianSZ(year : INTEGER) : SHORTINT; * * FUNCTION * Returns the 'Sonnenzirkel' of a year. * * INPUTS * year - For this year the 'Sonnenzirkel' is calculatet. * * RESULT * sz - The 'Sonnenzirkel' for the speified year. * * EXAMPLE * ... * sz := GregorianSZ(1994); * ... * * NOTES * Use this only for 1582 to 4100! * * BUGS * unknown. * * SEE ALSO * GYearToScaliger() * ***************************************************************************** * * *) VAR sz : SHORTINT; BEGIN sz := SHORT(GYearToScaliger(year) MOD 28); IF sz = 0 THEN sz := 28; END; RETURN(sz); END GregorianSZ; PROCEDURE GregorianGZ(year : INTEGER) : SHORTINT; (* *****i* Date/GregorianGZ **************************************************** * * NAME * GregorianGZ -- Returns the 'Goldene Zahl' (golden number) (V33) * * SYNOPSIS * gz := GregorianGZ(year); * * PROCEDURE GregorianGZ(year : INTEGER) : SHORTINT; * * FUNCTION * Returns the 'Goldene Zahl' of a year. * * INPUTS * year - For this year the 'Goldene Zahl' is calculatet. * * RESULT * gz - The 'Goldene Zahl' for the speified year. * * EXAMPLE * ... * gz := GregorianGZ(1994); * ... * * NOTES * Use this only for 1582 to 4100! * * BUGS * unknown. * * SEE ALSO * GYearToScaliger() * ***************************************************************************** * * *) VAR syear : INTEGER; BEGIN syear := GYearToScaliger(year); syear := syear MOD 19; IF syear = 0 THEN syear := 19; END; RETURN(SHORT(syear)); END GregorianGZ; PROCEDURE GEP(year : INTEGER) : SHORTINT; (* *****i* Date/GEP ************************************************************ * * NAME * GEP -- Internal function to help calculating the 'EP' (V33) * * SYNOPSIS * hep := GEP(year); * * PROCEDURE GEP(year : INTEGER) : SHORTINT; * * FUNCTION * Internal function to help calculating the 'EP' * * INPUTS * year - This is the year for which the help EP is to be * calculatetd * * RESULT * hep - The help value for the EP calculation. * * EXAMPLE * ... * hep := GEP(1994); * ... * * NOTES * Use this only for 1582 to 4100! * * BUGS * unknown. * * SEE ALSO * * ***************************************************************************** * * *) VAR century,decade : SHORTINT; ep : INTEGER; BEGIN ep := 1; (* 1582 *) century := SHORT(year DIV 100); decade := SHORT(year - century * 100); IF year < 1701 THEN RETURN(1); ELSIF year < 1800 THEN RETURN(0); ELSE ep := ep - (((century) MOD 4) + (((century-16) DIV 4) * 3)); IF (decade = 0) AND ((century MOD 4) > 0) THEN INC(ep); END; ep := ep + ((century-18) DIV 3); IF (((century-18) MOD 3) > 0) OR (decade > 0) THEN INC(ep); END; IF ep > 29 THEN ep := ep MOD 30; END; IF ep < 0 THEN ep := ep + 30; END; RETURN(SHORT(ep)); END; END GEP; PROCEDURE GregorianEP(year : INTEGER) : SHORTINT; (* *****i* Date/GregorianEP **************************************************** * * NAME * GregorianEP -- Returns the 'Epakte' (V33) * * SYNOPSIS * ep := GregorianEP(year); * * PROCEDURE GregorianEP(year : INTEGER) : SHORTINT; * * FUNCTION * Returns the 'Epakte' of a year. * * INPUTS * year - For this year the 'Epakte' is calculatet. * * RESULT * ep - The 'Epakte' for the speified year. * * EXAMPLE * ... * ep := GregorianEP(1994); * ... * * NOTES * Use this only for 1582 to 4100! * * BUGS * unknown. * * SEE ALSO * GregorianGZ(),GEP() * ***************************************************************************** * * *) VAR ep : SHORTINT; BEGIN IF year >= 1582 THEN ep := ((GregorianGZ(year)-1)*11 + GEP(year)) MOD 30; IF ep = 0 THEN ep := 30; END; RETURN(ep); ELSE RETURN(31); END; END GregorianEP; PROCEDURE GregorianJHStartSB(century : SHORTINT) : SHORTINT; (* *****i* Date/GregorianJHStartSB ********************************************* * * NAME * GregorianJHStartSB -- Returns the 'Sonntagsbuchstabe' (V33) * * SYNOPSIS * csb := GregorianJHStartSB(century); * * PROCEDURE GregorianJHStartSB(century : SHORTINT) : SHORTINT; * * FUNCTION * Returns start 'SB' for a century. * * INPUTS * century - For this century the start 'SB' is calculatet. * * RESULT * csb - The start 'SB' for the speified century. * * EXAMPLE * ... * csb := GregorianJHStartSB(19); * ... * * NOTES * Use this only for 15 to 31! * * BUGS * unknown. * * SEE ALSO * * ***************************************************************************** * * *) VAR sb : SHORTINT; BEGIN IF century = 15 THEN RETURN(4); ELSE sb := GregorianJHStartSB(century-1); IF (century MOD 4) > 0 THEN INC(sb); END; sb := sb MOD 7; IF sb = 0 THEN sb := 7; END; RETURN(sb); END; END GregorianJHStartSB; PROCEDURE GregorianJHSB(year : INTEGER) : SHORTINT; (* *****i* Date/GregorianSB **************************************************** * * NAME * GregorianJHSB -- Returns the 'Sonntagsbuchstabe' (V33) * * SYNOPSIS * sb := GregorianJHSB(year); * * PROCEDURE GregorianJHSB(year : INTEGER) : SHORTINT; * * FUNCTION * Returns the start 'SB' for a century year. * * INPUTS * year - For this century year the start 'SB' is calculatet. * * RESULT * sb - The start 'SB' for the specified year. * * EXAMPLE * ... * sb := GregorianJHSB(1994); * ... * * NOTES * Use this only for 1583 to 3199! * * BUGS * unknown. * * SEE ALSO * GregorianLeapYear(),GregorianJHStartSB() * ***************************************************************************** * * *) BEGIN IF ((year MOD 100) = 0) AND (~GregorianLeapYear(year)) THEN RETURN(SHORT(((year DIV 100) MOD 4) *2 +1)); ELSE RETURN(GregorianJHStartSB(SHORT(year DIV 100))); END; END GregorianJHSB; PROCEDURE GregorianSB(year : INTEGER) : SHORTINT; (* *****i* Date/GregorianSB **************************************************** * * NAME * GregorianSB -- Returns the 'Sonntagsbuchstabe' (V33) * * SYNOPSIS * sb := GregorianSB(year); * * PROCEDURE GregorianSB(year : INTEGER) : SHORTINT; * * FUNCTION * Returns the 'SB' for a year. * * INPUTS * year - For this year the 'SB' is calculatet. * * RESULT * sb - The 'SB' for the speified year. * This means the day the first sunday lies on :) * * EXAMPLE * ... * sb := GregorianSB(1994); * ... * * NOTES * Use this only for 1583 to 3199! * * BUGS * unknown. * * SEE ALSO * GregorianLeapYear(),GregorianSZ(),GregorianJHStartSB() * ***************************************************************************** * * *) VAR sz,csb,i : SHORTINT; BEGIN IF ((year MOD 100) = 0) AND (~GregorianLeapYear(year)) THEN RETURN(SHORT(((year DIV 100) MOD 4) *2 +1)); ELSE sz := GregorianSZ(year); csb := GregorianJHStartSB(SHORT(year DIV 100)); IF sz = 28 THEN RETURN(csb); ELSE FOR i := 27 TO sz BY -1 DO INC(csb); IF csb = 8 THEN csb := 1; END; IF ((i-1) MOD 4) = 0 THEN INC(csb); IF csb = 8 THEN csb := 1; END; END; END; RETURN(csb); END; END; END GregorianSB; (* ----------------------------------------------------------------------- *) PROCEDURE GregorianMoonAge*(day,month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/GregorianMoonAge *********************************************** * * NAME * GregorianMoonAge -- Returns the age of the moon (V33) * * SYNOPSIS * ep := GregorianMoonAge(day,month,year); * * PROCEDURE GregorianMoonAge(day,month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * Returns the age of the moon on a specified date. * * INPUTS * day - For this day the age is calculated. * month - For this month the age is calculated. * year - For this year the age is calculated. * * RESULT * ep - The age of the moon on the specified date. * * EXAMPLE * ... * ep := GregorianMoonAge(18,9,1994); * ... * * NOTES * Use this only for 1582 to 4100! * This is only a experimental version! * * BUGS * unknown. * * SEE ALSO * MoonMonthAge(),GregorianEP() * ***************************************************************************** * * *) PROCEDURE MoonMonthAge(month,ep : SHORTINT) : SHORTINT; (* *****i* Date/MoonMonthAge *************************************************** * * NAME * MoonMonthAge -- Calculates the age of the moon on month start (V33) * * SYNOPSIS * ep := MoonMonthAge(month,ep); * * PROCEDURE MoonMonthAge(month,ep : SHORTINT) : SHORTINT; * * FUNCTION * Returns the age of the moon on the start of a month. * * INPUTS * month - Month for which the moonage is needed. * ep - 'Epakte' of the newyears-day. * * RESULT * ep - The moonage on the 1. of the specified month. * * EXAMPLE * ... * ep := MoonMonthAge(2,17); (* 17 is for 1994 *) * ... * * NOTES * This is only a experimental version! * * BUGS * unknown. * * SEE ALSO * GregorianMonthDays() * ***************************************************************************** * * *) BEGIN IF month = 1 THEN RETURN(ep); ELSE IF month MOD 2 = 0 THEN ep := (MoonMonthAge(month-1,ep) + GregorianMonthDays(month-1,year)) MOD 29; ELSE ep := (MoonMonthAge(month-1,ep) + GregorianMonthDays(month-1,year)) MOD 30; END; RETURN(ep); END; END MoonMonthAge; VAR ep : SHORTINT; BEGIN ep := GregorianEP(year); ep := MoonMonthAge(month,ep); ep := ep + day -1; IF month > 1 THEN IF month MOD 2 = 0 THEN ep := ep MOD 30; IF ep = 0 THEN ep := 30; END; ELSE ep := ep MOD 29; IF ep = 0 THEN ep := 29; END; END; ELSE IF ep > 29 THEN ep := ep MOD 29; END; END; RETURN(ep); END GregorianMoonAge; (* PROCEDURE GregorianEasterOld(year : INTEGER; VAR dday,dmonth : SHORTINT); (* ******* Date/GregorianEaster ************************************************ * * NAME * GregorianEaster -- Returns the date of eastern in a year (V33) * * SYNOPSIS * GregorianEaster(year,dday,dmonth); * * PROCEDURE GregorianEaster(year : INTEGER; * VAR dday,dmonth : SHORTINT); * * FUNCTION * Returns the date of eastern for a specified year. * * INPUTS * year - eastern is calculated for this year * * RESULT * dday - day of easter-sunday * dmonth - month of easter-sunday * * EXAMPLE * ... * GregorianEaster(1994,dday,dmonth); * ... * * NOTES * Use this only for 1582 to 4100! * This is only a experimental version! * * BUGS * In some years eastern lies one week behind! * * SEE ALSO * GregorianMoonAge(),GregorianDaysAfterWeekday() * ***************************************************************************** * * *) VAR ep : SHORTINT; BEGIN dday := 21; dmonth := 3; ep := GregorianMoonAge(21,3,year); IF ep < 14 THEN dday := dday + (14-ep); ELSE dday := dday + (29-ep) + 13; END; IF dday > 31 THEN dday := dday - 31; INC(dmonth); END; dday := dday + GregorianDaysAfterWeekday(dday,dmonth,year,sunday); IF dday > 31 THEN dday := dday - 31; INC(dmonth); END; END GregorianEasterOld; *) PROCEDURE GregorianEaster*(year : INTEGER; VAR dday,dmonth : SHORTINT); (* ******* Date/GregorianEaster ************************************************ * * NAME * GregorianEaster -- Returns the date of eastern in a year (V33) * * SYNOPSIS * GregorianEaster(year,dday,dmonth); * * PROCEDURE GregorianEaster(year : INTEGER; * VAR dday,dmonth : SHORTINT); * * FUNCTION * Returns the date of eastern for a specified year. * * INPUTS * year - eastern is calculated for this year * * RESULT * dday - day of easter-sunday * dmonth - month of easter-sunday * * EXAMPLE * ... * GregorianEaster(1994,dday,dmonth); * ... * * NOTES * Use this only for 1900 to 2099! * Tested for 1977-1994! But this formula is from Gauß - so it must be * correct :) * * BUGS * None. * * SEE ALSO * GEP(),GregorianJHSB() * ***************************************************************************** * * *) VAR a,d,e,f : SHORTINT; M,N : SHORTINT; BEGIN M := (30 - GEP(year)) - 7; IF M < 0 THEN M := M + 30; END; N := GregorianJHSB(year)-2; IF N < 1 THEN N := N + 7; END; a := SHORT(year MOD 19); d := SHORT((19*LONG(a)+M) MOD 30); e := SHORT((2*(year MOD 4)+4*(year MOD 7)+6*LONG(d)+N) MOD 7); f := d+e; IF f < 10 THEN (* märz *) dmonth := 3; dday := 22+f; ELSE (* april *) dmonth := 4; dday := f-9; IF dday=26 THEN dday := 19; ELSIF (dday=25) AND (d=28) AND (a>10) THEN dday := 18; END; END; END GregorianEaster; (* ----------------------------------------------------------------------- *) PROCEDURE TimeZoneFactor*(degree : SHORTINT) : SHORTINT; (* ******* Date/TimeZoneFactor ************************************************* * * NAME * TimeZoneFactor -- Returns the value you have to add to GMT time (V33) * * SYNOPSIS * addhours := TimeZoneFactor(degrees); * * PROCEDURE TimeZoneFactor(degree : SHORTINT) : SHORTINT; * * FUNCTION * This gives you the hours you have to add to GMT time, * specified on the fact, that a timezone is 15 degrees * and that GMT is centered on 0 degrees! * * INPUTS * degrees - Position of timezone you live in (from -180 to +180) * * RESULT * addhours - Time to add to GMT time to get your locale zone time * (-12 to +12) * * EXAMPLE * ... * addhours := TimeZoneFactor(-8); * ... * * NOTES * none * * BUGS * No errorcheck, if you put in valid degrees (-180 to +180) * Only full degrees are supportet, keep sure that you * round in the right way for 0.x degree places * I am not sure about the correct +/- behaviour!!! * * SEE ALSO * * ***************************************************************************** * * *) BEGIN IF degree >= 0 THEN RETURN(SHORT(SHORT(ENTIER(degree / 15.0 + 0.5)))); ELSE RETURN(SHORT(SHORT(ENTIER(degree / 15.0 - 0.5)))); END; END TimeZoneFactor; PROCEDURE LMT*(secs : LONGINT; meridiandegree, posdegree : REAL) : LONGINT; (* ******* Date/LMT ************************************************************ * * NAME * LMT -- Calculates your local time in your timezone (V33) * * SYNOPSIS * secs := LMT(secs,meridian,pos); * * PROCEDURE LMT(secs : LONGINT; meridiandegree, * posdegree : REAL) : LONGINT; * * FUNCTION * Calculates your Local Mean Time of you place! * * INPUTS * secs - Seconds of the running day (hours*3600+min*60+sec) * meridian - Degrees of your timezone-meridian * pos - Degrees of your place * * RESULT * secs - Local seconds of the running day * * EXAMPLE * ... * secs := LMT(76080,15.0,8.923055556); * ... * * NOTES * none * * BUGS * No errorcheck, if you put in valid degrees (-180 to +180) * * SEE ALSO * * ***************************************************************************** * * *) BEGIN RETURN(secs + ENTIER((meridiandegree / 15.0 - posdegree / 15.0)*3600.0)); END LMT; PROCEDURE TimeToSec*(hour,min,sec : SHORTINT) : LONGINT; (* ******* Date/TimeToSec ****************************************************** * * NAME * TimeToSec -- Returns the time in seconds (V33) * * SYNOPSIS * secs := TimeToSec(hour,min,sec); * * PROCEDURE TimeToSec(hour,min,sec : SHORTINT) : LONGINT; * * FUNCTION * Gives you back the time in seconds * * INPUTS * hour - hours you want (0-23) * min - minutes you want (0-59) * sec - seconds you want (0-59) * * RESULT * secs - Time in seconds * * EXAMPLE * ... * secs := TimeToSec(21,15,00); * ... * * NOTES * Don't forget to convert AM/PM time to 24h time! * * BUGS * No errorcheck, if you use a valid time * * SEE ALSO * SecToTime() * ***************************************************************************** * * *) BEGIN RETURN(LONG(LONG(hour))*3600+LONG(min)*60+sec); END TimeToSec; PROCEDURE SecToTime*(secs : LONGINT; VAR hour,min,sec : SHORTINT); (* ******* Date/SecToTime ****************************************************** * * NAME * SecToTime -- Returns the time from seconds (V33) * * SYNOPSIS * SecToTime(secs,hour,min,sec); * * PROCEDURE SecToTime(secs : LONGINT; VAR hour,min,sec : SHORTINT); * * FUNCTION * Gives you back the time from the specified seconds * * INPUTS * secs - Time in seconds * * RESULT * hour - hours (0-23) * min - minutes (0-59) * sec - seconds (0-59) * * EXAMPLE * ... * SecToTime(76860,hour,min,sec); * ... * * NOTES * Don't forget to convert 24h time to AM/PM time if needed! * * BUGS * No errorcheck, if you use a valid time * * SEE ALSO * TimeToSec() * ***************************************************************************** * * *) BEGIN hour := SHORT(SHORT(secs DIV 3600)); secs := secs - LONG(LONG(hour)) * 3600; min := SHORT(SHORT(secs DIV 60)); sec := SHORT(SHORT(secs - min * 60)); END SecToTime; (* ----------------------------------------------------------------------- *) PROCEDURE JulianWeek*(day,month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/JulianWeek ***************************************************** * * NAME * JulianWeek -- Gets the weeknumber of a specified date. (V33) * * SYNOPSIS * weeknr := JulianWeek(day,month,year); * * PROCEDURE JulianWeek(day,month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * JulianWeek gets the weeknumber for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * week - This is the number of the week the specified date lies in. * If the first day in a new year is a freiday, saturday or * sunday, this would be the last week of the last year! * If the 29.12. is a monday, the 30.12. is a monday or a tuesday, * the 31.12. is a monday, tuesday or a wednesday this is the * first week of the next year! * * EXAMPLE * ... * weeknr := JulianWeek(4,10,1582); * ... * * NOTES * Its is better only to use this function for years from 0 to 1582! * * BUGS * For years < 0 errors could occur. * * SEE ALSO * GregorianWeek(),HeisWeek(),JulianWeekday(),JulianDayDiff(), * JulianDaySmaller() * ***************************************************************************** * * *) TYPE Wds = SET; VAR days : LONGINT; firstweekday : Weekdays; BEGIN firstweekday := JulianWeekday(1,1,year); days := (JulianDayDiff(1,1,year,day,month,year) + firstweekday -1) DIV 7; IF firstweekday > thursday THEN IF days = 0 THEN days := JulianWeek(31,12,year-1); END; RETURN(SHORT(SHORT(days))); ELSE IF ~JulianDaySmaller(day,month,year,29,12,year) THEN firstweekday := JulianWeekday(day,12,year); CASE day OF 29 : IF firstweekday = monday THEN days := 0; END;| 30 : IF firstweekday IN {monday,tuesday} THEN days := 0; END;| 31 : IF firstweekday IN {monday,tuesday,wednesday} THEN days := 0; END; ELSE END; END; RETURN(SHORT(SHORT(days +1))); END; END JulianWeek; PROCEDURE GregorianWeek*(day,month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/GregorianWeek ************************************************** * * NAME * GregorianWeek -- Gets the weeknumber of a specified date. (V33) * * SYNOPSIS * weeknr := GregorianWeek(day,month,year); * * PROCEDURE GregorianWeek(day,month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * GregorianWeek gets the weeknumber for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * week - This is the number of the week the specified date lies in. * If the first day in a new year is a freiday, saturday or * sunday, this would be the last week of the last year! * If the 29.12. is a monday, the 30.12. is a monday or a tuesday, * the 31.12. is a monday, tuesday or a wednesday this is the * first week of the next year! * * EXAMPLE * ... * weeknr := GregorianWeek(4,10,1582); * ... * * NOTES * Its is better only to use this function for years from 0 to 3000! * * BUGS * For years < 0 errors could occur. * * SEE ALSO * JulianWeek(),HeisWeek(),GregorianWeekday(),GregorianDayDiff(), * GregorianDaySmaller() * ***************************************************************************** * * *) TYPE Wds = SET; VAR days : LONGINT; firstweekday : Weekdays; BEGIN firstweekday := GregorianWeekday(1,1,year); days := (GregorianDayDiff(1,1,year,day,month,year) + firstweekday -1) DIV 7; IF firstweekday > thursday THEN IF days = 0 THEN days := GregorianWeek(31,12,year-1); END; RETURN(SHORT(SHORT(days))); ELSE IF ~GregorianDaySmaller(day,month,year,29,12,year) THEN firstweekday := GregorianWeekday(day,12,year); CASE day OF 29 : IF firstweekday = monday THEN days := 0; END;| 30 : IF firstweekday IN {monday,tuesday} THEN days := 0; END;| 31 : IF firstweekday IN {monday,tuesday,wednesday} THEN days := 0; END; ELSE END; END; RETURN(SHORT(SHORT(days +1))); END; END GregorianWeek; PROCEDURE HeisWeek*(day,month : SHORTINT; year : INTEGER) : SHORTINT; (* ******* Date/HeisWeek ******************************************************* * * NAME * HeisWeek -- Gets the weeknumber of a specified date. (V33) * * SYNOPSIS * weeknr := HeisWeek(day,month,year); * * PROCEDURE HeisWeek(day,month : SHORTINT; * year : INTEGER) : SHORTINT; * * FUNCTION * HeisWeek gets the weeknumber for a specified date. * * INPUTS * day - day of the date * month - month of the date * year - year of the date * * RESULT * week - This is the number of the week the specified date lies in. * If the first day in a new year is a freiday, saturday or * sunday, this would be the last week of the last year! * If the 29.12. is a monday, the 30.12. is a monday or a tuesday, * the 31.12. is a monday, tuesday or a wednesday this is the * first week of the next year! * * EXAMPLE * ... * weeknr := HeisWeek(4,10,1582); * ... * * NOTES * Its is better only to use this function for years from 0 to 8000! * * BUGS * For years < 0 errors could occur. * * SEE ALSO * JulianWeek(),GregorianWeek(),HeisWeekday(),HeisDayDiff(), * HeisDaySmaller() * ***************************************************************************** * * *) TYPE Wds = SET; VAR days : LONGINT; firstweekday : Weekdays; BEGIN firstweekday := HeisWeekday(1,1,year); days := (HeisDayDiff(1,1,year,day,month,year) + firstweekday -1) DIV 7; IF firstweekday > thursday THEN IF days = 0 THEN days := HeisWeek(31,12,year-1); END; RETURN(SHORT(SHORT(days))); ELSE IF ~HeisDaySmaller(day,month,year,29,12,year) THEN firstweekday := HeisWeekday(day,12,year); CASE day OF 29 : IF firstweekday = monday THEN days := 0; END;| 30 : IF firstweekday IN {monday,tuesday} THEN days := 0; END;| 31 : IF firstweekday IN {monday,tuesday,wednesday} THEN days := 0; END; ELSE END; END; RETURN(SHORT(SHORT(days +1))); END; END HeisWeek; (* ----------------------------------------------------------------------- *) BEGIN (* Gregorian reform in Rom *) BeforeGregorianDay := 4; BeforeGregorianMonth := 10; BeforeGregorianYear := 1582; AfterGregorianDay := 15; AfterGregorianMonth := 10; AfterGregorianYear := 1582; StartHeisDay := 1; StartHeisMonth := 1; StartHeisYear := 3200; (* Dates of Gregorian reform in Deutschland, Niederlande, Schweiz, Dänemark: 18.02.1700-01.03.1700 Großbritannien 02.09.1752-14.09.1752 Schweden 17.02.1753-01.03.1753 Rußland ? (oktober Revolution) Griechenland ??.??.1923-??.??.1923 *) (* Bremen/Arbergen = 8° 55' 23" East, 53° 4' 8" North *) END Date. 
