psplineΒΆ
pspline computes a spline under tension for a given x and y vector. In contrast to the fspline function, the xelements do not have to be sorted in increasing order.

rmXY = pspline(rvX, rvY)

rmXY = pspline(rvX, rvY, rsTensionFactor)

rmXY = pspline(rvX, rvY, rsTensionFactor, nPoints)
Return Value
rmXY is a real matrix with two columns. The first column contains the xcoordinates of the spline and the second column contains the ycoordinates of the spline.
Parameters

rvX
rvX is a real vector with at least 3 elements.

rvY
rvY is a real vector with at least 3 elemetns.

rsTensionFactor
rsTensionFactor is a value in the range 0 to 50. For 0 the spline is similar to a cubic spline and for values close to 50 the result is a polygon.

nPoints
nPoints is the number of points of rmXY.
Example
x = [1,3,7,5]
y = [1,5,4,2]
h = plot(x,y)
xy = pspline(x,y,0)
plot(xy[;1],xy[;2],h[2])
xy = pspline(x,y,5)
plot(xy[;1],xy[;2],h[2])
xy = pspline(x,y,50)
plot(xy[;1],xy[;2],h[2])
See also
Overview Mathematic, fspline, akimaspline, interpol, rspline
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