--- MITgcm/eesupp/src/different_multiple.F 2001/09/21 03:54:34 1.5 +++ MITgcm/eesupp/src/different_multiple.F 2005/05/15 02:58:40 1.8 @@ -1,18 +1,20 @@ -C $Header: /home/ubuntu/mnt/e9_copy/MITgcm/eesupp/src/different_multiple.F,v 1.5 2001/09/21 03:54:34 cnh Exp $ +C $Header: /home/ubuntu/mnt/e9_copy/MITgcm/eesupp/src/different_multiple.F,v 1.8 2005/05/15 02:58:40 jmc Exp $ C $Name: $ + #include "CPP_EEOPTIONS.h" CBOP C !ROUTINE: DIFFERENT_MULTIPLE C !INTERFACE: - LOGICAL FUNCTION DIFFERENT_MULTIPLE( freq, val1, val2 ) + LOGICAL FUNCTION DIFFERENT_MULTIPLE( freq, val1, step ) IMPLICIT NONE C !DESCRIPTION: C *==========================================================* -C | LOGICAL FUNCTION DIFFERENT_MULTIPLE -C | o Checks two numbers multiple of a third number. +C | LOGICAL FUNCTION DIFFERENT\_MULTIPLE +C | o Checks if a multiple of freq exist +C | around val1 +/- step/2 C *==========================================================* C | This routine is used for diagnostic and other periodic C | operations. It is very sensitive to arithmetic precision. @@ -24,43 +26,43 @@ C !INPUT PARAMETERS: C == Routine arguments == -C val1, val2 :: Two times that are checked -C freq :: Frequency by which times are divided. - _RL freq, val1, val2 +C freq :: Frequency by which time is divided. +C val1 :: time that is checked +C step :: length of time interval (around val1) that is checked + _RL freq, val1, step + +C---+----1----+----2----+----3----+----4----+----5----+----6----+----7-|--+----| C !LOCAL VARIABLES: C == Local variables == -C f :: Temp. for holding freq C v1, v2, v3, v4 :: Temp. for holding time C d1, d2, d3 :: Temp. for hold difference -C step :: Temp. for hold difference used as increment - _RL f, v1, v2, v3, v4, d1, d2, d3, step + _RL v1, v2, v3, v4, d1, d2, d3 CEOP C o Do easy cases first. DIFFERENT_MULTIPLE = .FALSE. IF ( freq .NE. 0. ) THEN - IF ( ABS(val1-val2) .GT. freq ) THEN + IF ( ABS(step) .GT. freq ) THEN DIFFERENT_MULTIPLE = .TRUE. ELSE C o This case is more complex because of round-off error - f = freq v1 = val1 - v2 = val2 - step = v1-v2 + v2 = val1 - step + v3 = val1 + step C Test v1 to see if its a "closest multiple" - v3 = v1 + step - v4 = NINT(v1/f)*f + v4 = NINT(v1/freq)*freq d1 = v1-v4 d2 = v2-v4 d3 = v3-v4 IF ( ABS(d1) .LE. ABS(d2) .AND. ABS(d1) .LE. ABS(d3) ) & DIFFERENT_MULTIPLE = .TRUE. - ENDIF ! |val1-val2| > freq - ENDIF ! freq != 0 + ENDIF + ENDIF + RETURN END