;
; Description: This program illustrates the use of ftkurv and ftkurvd.
;
procedure drw_text(label:string, xpos:float, ypos:float, height:float, \
output:graphic)
begin
;
; Create and draw a text string.
;
label1 = create "Label" textItemClass output
"txPosXF": xpos
"txPosYF": ypos
"txFont": 21
"txJust" : "centercenter"
"txString": label
"txFontHeightF": height
end create
draw(label1)
destroy(label1)
end
;
; Main program.
;
begin
;
; Specify the input data.
;
x = (/ 3.0, 4.0, 9.0, 16.0, 21.0, 27.0, \
34.0, 36.0, 34.0, 26.0, 18.0 /)
y = (/ 2.4, 9.6, 14.4, 12.0, 9.6, 8.4, \
13.2, 21.6, 30.0, 37.2, 38.4 /)
;
; Create an array of parameterized values where interpolated values
; are desired.
;
npts = 201
u = fspan(0.,1.,npts)
;
; Interpolate.
;
xo = new( (/ npts /), float)
yo = new( (/ npts /), float)
ftkurv(x, y, u, xo, yo)
;
; Get the derivatives (this returns the interpolated values as well).
;
xs = new( (/ npts /), float)
ys = new( (/ npts /), float)
xd = new( (/ npts /), float)
yd = new( (/ npts /), float)
xdd = new( (/ npts /), float)
ydd = new( (/ npts /), float)
ftkurvd(x, y, u, xs, ys, xd, yd, xdd, ydd)
;
; Create a color map.
;
ncolors = 6
cmap = new( (/ncolors,3/), float)
cmap(0,:) = (/1.0,1.0,1.0/)
cmap(1,:) = (/0.0,0.0,0.0/)
cmap(2,:) = (/1.0,0.0,0.0/)
cmap(3,:) = (/0.0,1.0,0.0/)
cmap(4,:) = (/0.0,0.0,1.0/)
cmap(5,:) = (/1.0,1.0,0.0/)
;
; Default is to display output to an X workstation.
;
NCGM=0
X11=1
PS=0
if (NCGM .eq. 1) then
;
; Create an ncgmWorkstation object.
;
xworkid = create "ft04Work" ncgmWorkstationClass defaultapp
"wkMetaName" : "ft01n.ncgm"
"wkColorMap" : cmap
end create
else
if (X11 .eq. 1) then
;
; Create an XWorkstation object.
;
xworkid = create "ft01Work" xWorkstationClass defaultapp
"wkPause" : "True"
"wkColorMap" : cmap
end create
else
if (PS .eq. 1) then
;
; Create a PSWorkstation object.
;
xworkid = create "ft01Work" psWorkstationClass defaultapp
"wkPSFileName" : "ft01n.ps"
"wkColorMap" : cmap
end create
end if
end if
end if
;
;
; Draw two graphs:
; 1.) The interpolated function values.
; 2.) The first derivatives with respect to the parameter variable.
;
;
; Define data objects:
; dataid1(0) - coordinates of the original points.
; dataid1(1) - coordinates of the interpolated points.
; dataid2(0) - zero line for derivative plots.
; dataid2(1) - coordinates of the first derivative of x wrt u.
; dataid3(0) - zero line for derivative plots.
; dataid3(1) - coordinates of the first derivative of y wrt u.
;
dataid1 = new(2,graphic)
dataid2 = new(2,graphic)
dataid3 = new(2,graphic)
; Define a data object with the original points. The id for this
; object will later be used as the value for an XYPlot data resource,
; 'xyCoordData'.
;
dataid1(0) = create "OriginalPoints" coordArraysClass defaultapp
"caXArray": x
"caYArray": y
end create
;
; Define a data object with the interpolated points. The id for this
; object will later be used as the value for an XYPlot data resource,
; 'xyCoordData'.
;
dataid1(1) = create "InterpolatedPoints" coordArraysClass defaultapp
"caXArray": xo
"caYArray": yo
end create
;
; Define a data object to mark the zero line in the derivative plots.
;
xz = new(2,float)
yz = new(2,float)
xz(0) = 0.
xz(1) = 1.
yz(0) = 0.
yz(1) = 0.
dataid2(0) = create "ZeroLine" coordArraysClass defaultapp
"caXArray": xz
"caYArray": yz
end create
dataid3(0) = dataid2(0)
;
; Define a data object with the derivatives of X wrt the parameter
; variable.
;
dataid2(1) = create "XDerivatives" coordArraysClass defaultapp
"caXArray": u
"caYArray": xd
end create
;
; Define a data object with the derivatives of Y wrt the parameter
; variable.
;
dataid3(1) = create "YDerivatives" coordArraysClass defaultapp
"caXArray": u
"caYArray": yd
end create
;
; Create an XyPlot object for drawing a curve with the interpolated
; points.
;
plotid_function = create "xyPlot" xyPlotClass xworkid
"vpXF": .15
"vpYF": .85
"vpWidthF" : .7
"vpHeightF" : .7
"trYMaxF" : 40.
"trYMinF" : 0.
"trXMaxF" : 40.
"trXMinF" : 0.
"xyCoordData": dataid1
"tmXTBorderOn": "False"
"tmYRBorderOn": "False"
"tmXBMinorPerMajor": 5
"tmYLMinorPerMajor": 5
"tmBorderThicknessF": 1.
"tmXMajorGridThicknessF": 1.
"tmXBMajorLengthF": 0.015
"tmYLMajorLengthF": 0.015
"tmXBMinorLengthF": 0.0075
"tmXBMajorThicknessF": 1.0
"tmYLMajorThicknessF": 1.0
"tmXTOn": "False"
"tmYROn": "False"
"tmXBLabelFont": 21
"tmXBLabelFontHeightF": 0.025
"tmYLLabelFont": 21
"tmYLLabelFontHeightF": 0.025
"tmYLMode": "Manual"
"tmYLTickStartF": 0.
"tmYLTickSpacingF": 10.0
"tmYLTickEndF": 40.
"tmXBMode": "Manual"
"tmXBTickStartF": 0.
"tmXBTickSpacingF": 10.0
"tmXBTickEndF": 40.
end create
getvalues plotid_function
"xyCoordDataSpec": dataspec
end getvalues
setvalues dataspec(0)
"xyMarkLineMode": "markers"
"xyMarkerColor": 4
"xyMarkerSizeF": 0.025
end setvalues
;
; Draw a graph of the interpolated points.
;
draw(plotid_function)
drw_text("Demo for ftkurv",0.5,0.93,0.04,xworkid)
frame(xworkid)
;
; Draw a graph of the X derivative.
;
setvalues plotid_function
"trYMaxF" : 80.
"trYMinF" : -80.
"trXMaxF" : 1.
"trXMinF" : 0.
"xyCoordData": dataid2
"tmYLTickStartF": -80.
"tmYLTickSpacingF": 40.0
"tmYLTickEndF": 80.
"tmXBTickStartF": 0.
"tmXBTickSpacingF": 0.2
"tmXBTickEndF": 1.
"tmXBMajorLengthF": 0.020
"tmXBMinorLengthF": 0.010
"tmYLMajorLengthF": 0.020
"tmYLMinorLengthF": 0.010
"tmXBMinorPerMajor": 4
"tmYLMinorPerMajor": 4
"vpXF": .15
"vpYF": .87
"vpWidthF" : .7
"vpHeightF" : .32
"tmYLLabelFontHeightF": 0.023
"tmXBLabelFontHeightF": 0.023
end setvalues
getvalues plotid_function
"xyCoordDataSpec": dataspec
end getvalues
setvalues dataspec(0)
"xyLineColor": 2
end setvalues
draw(plotid_function)
;
; Draw a graph of the Y derivative.
;
setvalues plotid_function
"trYMinF" : -40.
"xyCoordData": dataid3
"tmYLTickStartF": -40.
"vpXF": .15
"vpYF": .42
"vpHeightF" : .32
end setvalues
getvalues plotid_function
"xyCoordDataSpec": dataspec
end getvalues
setvalues dataspec(0)
"xyLineColor": 2
end setvalues
drw_text("Derivatives from ftcurvd",0.5,0.95,0.04,xworkid)
drw_text("dx/du",0.65,0.82,0.033,xworkid)
drw_text("dy/du",0.39,0.37,0.033,xworkid)
draw(plotid_function)
frame(xworkid)
;
; End NCL script.
;
end
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