In other respects the 14 is still the same as 13. Do you see these two examples differently? The 12 showed something in the first LOG_LINEAR example. The LOG_LOG is not changed.
WINAPP
MODULE modd
USE clrwin
INTEGER,PARAMETER::N=65
REAL*8 X(N),Y(N),Z(N),T(N), U(N)
!.....................................
CONTAINS
!.....................................
INTEGER FUNCTION callb()
REAL(2) random
DO i=1,N
X(i)=i
Y(i)=exp(0.35*i) * random()
T(i)=Y(i)
Z(i)=exp(0.7*i) * (random()-0.003)
U(i)=Z(i)
ENDDO
CALL SIMPLEPLOT_REDRAW@
callb = 2
END FUNCTION
END MODULE
!.....................................
PROGRAM KKK
USE modd
j=callb()
i=winio@('%ww&')
CALL winop@('%pl[native]')
! CALL winop@('%pl[title='Log_linear@(115,299)']')
CALL winop@('%pl[title='Title: ideal log_linear@(-15,10)']')
CALL winop@('%pl[x_array]')
CALL winop@('%pl[scale=log_linear]')
! CALL winop@('%pl[y_min=.3]')
CALL winop@('%pl[y_max=1e7]')
CALL winop@('%pl[N_GRAPHS=4]')
call winop@('%pl[framed]')
CALL winop@('%pl[tick_len=10]')
CALL winop@('%pl[axes_pen=4]')
CALL winop@('%pl[x_axis='Wavelength (A)@(-202,2)']')
CALL winop@('%pl[y_axis='Intensity (arb.units)@(-20,-222)']')
! i=winio@('%fn[Tahoma]&') ! Verdana
i=winio@('%sf&')
i=winio@('%ts&', 2.2d0)
i=winio@('%tc&',rgb@(0,0,0))
i=winio@('%bf&')
CALL winop@('%pl[width=3]')
CALL winop@('%pl[colour=red,link=none,symbol=7]')
CALL winop@('%pl[colour=blue,link=none,symbol=9]')
CALL winop@('%pl[symbol_size=8.]')
CALL winop@('%pl[colour=black]')
CALL winop@('%pl[colour=green]')
i=winio@('%pv%pl&', 700,570, N, X,Y,Z,T,U)
i=winio@('%ac[Ctrl+Z]&',callb)
i=winio@('%sf%ts&', 1.d0)
i=winio@('%ff%cn%^bt[Redraw]%es',callb)
END
use clrwin
parameter (N=9)
real*8 X(N), Y(N)
Data X/0.001,0.01,0.1,1,10, 100,1000,10000,100000/
Data Y/0.0022, 0.011,0.044,0.33,2.2,66,3333,1111,777/
i=winio@('%sf%ts%bf%es&', 2d0)
call winop@('%pl[axes_pen=3,width=3,x_axis='X Axis Title',y_axis='Y Axis Title']')
call winop@('%pl[fixed_aspect]')
i=winio@('%ww%pv%pl[native,framed,x_array,scale=log_log,N_GRAPHS=1]', 625,500, n, X, Y)
end
