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subroutine abunplot
c******************************************************************************
c This routine produces MONGO plots of line abundances versus
c excitation potentials and equivalent widths
c******************************************************************************
implicit real*8 (a-h,o-z)
include 'Atmos.com'
include 'Linex.com'
include 'Pstuff.com'
include 'Dummy.com'
real*4 ep(2500),abb(2500),logrw(2500),wavepl(2500)
equivalence (ep,dummy3(1)),(abb,dummy3(1251)),(logrw,dummy3(2501))
real*4 style(1),ymed
character ion*4
c*****dump the data into working arrays
j = 0
do l=lim1obs,lim2obs
if (abundout(l) .ne. 999.99) then
j = j + 1
ep(j) = e(l,1)
abb(j) = abundout(l)
c logrw(j) = dlog10(wid1comp(l)/wave1(l))
logrw(j) = dlog10(width(l)/wave1(l))
wavepl(j) = wave1(l)
endif
enddo
c*****find the plot boundaries for the excitation potential plot
xlo = 20.
do j=1,kount
xlo = amin1(xlo,ep(j))
enddo
xhi = 0.
do j=1,kount
xhi = amax1(xhi,ep(j))
enddo
if (xhi-xlo .lt. 5.) then
xlo = amax1((xlo+xhi)/2.-2.5,-0.2)
xhi = xlo + 5.0
else
xlo = amax1((xlo+xhi)/2.-5.0,-0.2)
xhi = xlo + 10.
endif
ylo = 20.
do j=1,kount
ylo = amin1(ylo,abb(j))
enddo
yhi = -20.
do j=1,kount
yhi = amax1(yhi,abb(j))
enddo
if (yhi-ylo .lt. 0.5) then
ylo = (ylo+yhi)/2. - 0.30
yhi = ylo + 0.60
elseif (yhi-ylo .lt. 1.0) then
ylo = (ylo+yhi)/2. - 0.55
yhi = ylo + 1.10
else
ylo = (ylo+yhi)/2. - 1.10
yhi = ylo + 2.20
endif
c*****start the excitation potential plot via plot setup calls
call sm_defvar ('y_gutter','0.9')
call sm_window (1,3,1,3,1,3)
call sm_limits (xlo,xhi,ylo,yhi)
call findtic (xlo,xhi,bigxtic,smlxtic)
call findtic (ylo,yhi,bigytic,smlytic)
call sm_ticksize (smlxtic,bigxtic,smlytic,bigytic)
c*****draw and label the box for the excitation potential plot
call defcolor (1)
call sm_lweight (4.0)
call sm_expand (1.2)
call sm_box (0,0,0,0)
call sm_lweight (2.0)
call sm_expand (0.8)
call sm_box (1,2,4,4)
array = 'E. P. (eV)'
call sm_relocate (0.5*(xlo+xhi),ylo-0.20*(yhi-ylo))
call sm_putlabel (5,array)
array = 'log eps'
call sm_relocate (xlo-0.10*(xhi-xlo),0.5*(yhi+ylo))
call sm_angle (90.)
call sm_putlabel (5,array)
call sm_angle (0.)
c*****make the excitation potential plot
call defcolor (2)
call sm_expand (2.2)
style(1) = 43.5
call sm_ptype (style,1)
call sm_points (ep,abb,kount)
call defcolor (4)
ymed = average
call sm_lweight (4.0)
call sm_ltype (2)
call sm_relocate (xlo,ymed)
call sm_draw (xhi,ymed)
if (kount .gt. 2 .and. deltaep .gt. 1.5) then
call sm_ltype (3)
call defcolor (3)
call sm_relocate (xlo,real(xxm1*xlo+xxb1))
call sm_draw (xhi,real(xxm1*xhi+xxb1))
endif
call sm_ltype (0)
call sm_lweight (2.0)
call defcolor (1)
call sm_relocate (xlo+0.05*(xhi-xlo),ylo+0.15*(yhi-ylo))
call sm_expand (0.8)
ich = idint(charge(lim1obs) + 0.1)
if (ich .eq. 1) then
ion = ' I '
elseif (ich .eq. 2) then
ion = ' II '
elseif (ich .eq. 3) then
ion = ' III'
endif
iatom = idint(atom1(lim1obs))
write (array,1002) names(iatom),ion
call sm_relocate ((xhi+xlo)/2.,yhi-0.12*(yhi-ylo))
call sm_expand (0.8)
call sm_putlabel (5,array)
c*****define the plot limits for the equivalent width plot
xlo = 5000.
do j=1,kount
xlo = amin1(xlo,logrw(j))
enddo
xhi = -5000.
do j=1,kount
xhi = amax1(xhi,logrw(j))
enddo
xlo = int((xlo-0.01)*2.-1.)/2.
xhi = int((xhi+0.01)*2.)/2.
call sm_defvar ('y_gutter','0.9')
call sm_window (1,3,1,2,1,2)
call sm_limits (xlo,xhi,ylo,yhi)
call findtic (xlo,xhi,bigxtic,smlxtic)
call findtic (ylo,yhi,bigytic,smlytic)
call sm_ticksize (smlxtic,bigxtic,smlytic,bigytic)
c*****draw and label the box for the equivalent width plot
call defcolor (1)
call sm_lweight (4.0)
call sm_expand (1.2)
call sm_box (0,0,0,0)
call sm_lweight (2.0)
call sm_expand (0.8)
call sm_box (1,2,4,4)
array = 'log (EW/lambda)'
call sm_relocate (0.5*(xlo+xhi),ylo-0.20*(yhi-ylo))
call sm_putlabel (5,array)
array = 'log eps'
call sm_relocate (xlo-0.10*(xhi-xlo),0.5*(yhi+ylo))
call sm_angle (90.)
call sm_putlabel (5,array)
call sm_angle (0.)
c*****make the equivalent width plot
call defcolor (2)
call sm_expand (2.2)
style(1) = 43.5
call sm_ptype (style,1)
call sm_points (logrw,abb,kount)
call defcolor (4)
call sm_lweight (4.0)
call sm_ltype (2)
call sm_relocate (xlo,ymed)
call sm_draw (xhi,ymed)
if (kount .gt. 2 .and. deltarw .gt. 0.5) then
call sm_ltype (3)
call defcolor (3)
call sm_relocate (xlo,real(xxm2*xlo+xxb2))
call sm_draw (xhi,real(xxm2*xhi+xxb2))
endif
call sm_ltype (0)
call sm_lweight (2.0)
call defcolor (1)
call sm_expand (0.8)
call sm_relocate ((xhi+xlo)/2.,yhi-0.12*(yhi-ylo))
call sm_putlabel (5,moditle(1:56))
call sm_relocate ((xhi+xlo)/2.,ylo+0.12*(yhi-ylo))
call sm_putlabel (5,moditle(57:80))
c*****define the plot limits for the wavelength plot
xlo = 5000000.
do j=1,kount
xlo = amin1(xlo,wavepl(j))
enddo
xhi = 0.
do j=1,kount
xhi = amax1(xhi,wavepl(j))
enddo
xlo = int(xlo-50.)
xhi = int(xhi+50.)
call sm_defvar ('y_gutter','0.9')
call sm_window (1,3,1,1,1,1)
call sm_limits (xlo,xhi,ylo,yhi)
call findtic (xlo,xhi,bigxtic,smlxtic)
call findtic (ylo,yhi,bigytic,smlytic)
call sm_ticksize (smlxtic,bigxtic,smlytic,bigytic)
c*****draw and label the box for the wavelength plot
call defcolor (1)
call sm_lweight (4.0)
call sm_expand (1.2)
call sm_box (0,0,0,0)
call sm_lweight (2.0)
call sm_expand (0.8)
call sm_box (1,2,4,4)
array = 'lambda (A)'
call sm_relocate (0.5*(xlo+xhi),ylo-0.20*(yhi-ylo))
call sm_putlabel (5,array)
array = 'log eps'
call sm_relocate (xlo-0.10*(xhi-xlo),0.5*(yhi+ylo))
call sm_angle (90.)
call sm_putlabel (5,array)
call sm_angle (0.)
c*****make the wavelength plot, and exit normally
call defcolor (2)
call sm_expand (2.2)
style(1) = 43.5
call sm_ptype (style,1)
call sm_points (wavepl,abb,kount)
call defcolor (4)
call sm_relocate (xlo,ymed)
call sm_lweight (4.0)
call sm_ltype (2)
call sm_draw (xhi,ymed)
if (kount .gt. 2 .and. deltawv .gt. 500.) then
call sm_ltype (3)
call defcolor (3)
call sm_relocate (xlo,real(xxm3*xlo+xxb3))
call sm_draw (xhi,real(xxm3*xhi+xxb3))
endif
call sm_ltype (0)
call sm_lweight (2.0)
call defcolor (1)
call sm_relocate ((xhi+xlo)/2.,yhi-0.12*(yhi-ylo))
call sm_expand (0.8)
call sm_putlabel (5,linitle)
return
c*****format statements
1002 format (a2,a4)
end
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