Документ взят из кэша поисковой машины. Адрес оригинального документа : http://www.naic.edu/~tghosh/software/yfit.pro Дата изменения: Fri Jan 31 17:03:48 2003 Дата индексирования: Sun Apr 10 03:51:43 2016 Кодировка: Поисковые слова: saturn's moon

;Viewing contents of file
;'/net/www/deutsch/idl/idllib/iuedac/iuelib/pro/yfit.pro'
;
;************************************************************************
;+
;
;*NAME:
;
; YFIT (General IDL Library 01)
;
;*CLASS:
;
; Curve fitting
;
;*CATEGORY:
;
;*PURPOSE:
;
; Procedure to evaluate Y for a set of function parameters A.
; Y is assumed to be a gaussian on top of a polynomial baseline
;
;*CALLING SEQUENCE:
;
; YFIT,X,A,YFIT
;
;*PARAMETERS:
;
; X (REQ) (I) (1) (F)
; Required input vector containing the independent variable
; data.
;
; A (REQ) (I) (1) (F)
; Required input vector which contains the fit parameters for
; the multiple gaussian profile.
;
; A(3*I) is the center of the Ith component gaussian.
;
; A(3*I+1) is the gaussian sigma width of the Ith gaussian
; component.
;
; A(3*I+2) is the height of the gaussian peak above the baseline
; of the Ith component.
;
; YFIT (REQ) (O) (1) (F)
; Output vector describing multiple gaussian profile.
;
;*EXAMPLES:
;
; see WFIT.PRO
;
;*SYSTEM VARIABLES USED:
;
;*INTERACTIVE INPUT:
;
;*SUBROUTINES CALLED:
;
; PARCHECK
; GAUSS
;
;*FILES USED:
;
;*SIDE EFFECTS:
;
;*RESTRICTIONS:
;
;*NOTES:
;
; tested with IDL Version 2.1.2 (sunos sparc) 07 Aug 91
; tested with IDL Version 2.1.2 (ultrix mipsel) 07 Aug 91
; tested with IDL Version 2.1.2 (vms vax) 07 Aug 91
;
;*PROCEDURE:
;
; The composite gaussian profile is built up by the sum of the
; individual gaussian component distributions. The independent variable
; grid is specified by the input variable X.
;
;*MODIFICATION HISTORY:
;
; Aug. 18, 1979 I.D. Ahmad initial program
; Mar 21, 1988 CAG GSFC add VAX RDAF-style prolog, calling sequence
; printout and PARCHECK
; Jul. 30, 1991 GRA cleaned up; converted code to lower case;
; removed the unused parameter "m" from the
; procedure calling statement; tested on SUN,
; DEC, and VAX.
;
;-
;************************************************************************
pro yfit,x,a,yfit
;
npar = n_params()
if npar eq 0 then begin
print,'YFIT,X,A,YFIT'
retall
endif ; npar
parcheck,npar,3,'YFIT'
;
yfit = x * 0.0
;
;print, 'entering the gauss2 loop'
for i=0,n_elements(a)/3-1 do begin
n = 3*i
gauss2,x,a(n),a(n+1),a(n+2),y
yfit = yfit + y
endfor ; i loop
;
return
end ; yfit