Conversion of variables, Round 1: ------------------ flcomb ihmax wscut ihmax sig wsmult th dera dsip ecos esin fachfe dsii fte dth tpiinv hspmin xfr tpi rade iaproc naperr ndse W3ODATMD, ONLY: IHMAX, HSPMIN, WSMULT USE CONSTANTS W3ODATMD, ONLY: WSCUT, FLCOMB W3DISPMD, ONLY: WAVNU1 W3GDATMD, ONLY: DTH, SIG, DSII, DSIP, ECOS, ESIN, XFR, FACHFE, TH, FTE W3ODATMD, ONLY: IAPROC, NAPERR, NDSE, NDST Conversion of variables, Round 2: ------------------ WW3: SWAN: X sig R.A Public Relative frequencies (invariant in grid). (rad) SPCSIG(MSC) Relative frequencies in computational domain in sigma-space v th R.A Public Directions (radians). SPCDIR(MDC,1) Spectral directions (radians) v ecos R.A Public Cosine of discrete directions. SPCDIR(ID,2) = COS(SPCDIR(ID,1)) v esin R.A Public Sine of discrete directions. SPCDIR(ID,3) = SIN(SPCDIR(ID,1)) v dsip(NK) R.A Public Frequency bandwidths (prop.) (rad) fachfe Real Public Factor for high-freq tail. PWTAIL(10) Coefficients to calculate tail of the spectrum v dsii(NK) R.A Public Frequency bandwidths (int.) (rad) FRINTF ?? Frequency integration factor (=df/f) fte Real Public Factor in tail integration energy (= 0.25 * SIG(NK) * DTH * SIG(NK)) X dth Real Public Directional increments (radians). DDIR Increment in directional space (in degrees???) v tpiinv Real Global 1/2pi. N/A 1/PI2 v tpi Real Global 2pi. PI2 [CALCUL] =2*PI; v rade constant = 180. / PI DD = 180./PI v dera constant = PI / 180. DEGRAD = PI/180. X xfr Real Public Frequency multiplication factor. (1+FRINTF) where FRINTF: Frequency integration factor (=df/f) (=ALOG(SHIG/SLOW)/(MSC-1)) W3GDATMD, ONLY: DTH, SIG, DSII, DSIP, ECOS, ESIN, XFR, FACHFE, TH, FTE