each control point and using UVsurface, there is a circle... all diameters and all x,y,z cooridnates of the control points can be freely moved, but this would be a nightmare to control, so you must make relationships between all the data, for instance that the top radious is 50% of the bottom radious and so on... then all the circles of each branch are lofted and closed, the you can make a boolean union... hope i helped....
cheers,…
x and min values for x,y,z and calculate energy for each optionand collect these results in excel sheet ...
option No. x y z Annual coiling demand(by DIva)
1 10 10 10
2 10 15 20
3 11 10 19
4 12 14 17
5 15 16 15
6 16 11 14
7 18 12 12
.
.
etc
Regards ...
hossam
Hossam.wefki@gmail.com…
...
Set 2
Point 6 (X, Y, same Z)
Point 7 (X, Y, same Z)
Point 8 (X, Y, same Z)
Point 9 (X, Y, same Z)
....
and so on. Then I could use the Polyline command to connect all the points in Set1 to one Polyline, all the Points in Set2 to one line no matter how much points are in one Set
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ce that it will be in around 5% slope.
using Galapagos turned out to be very slow, because there are many faces.
I was wondering if I can do this with Kangaroo- trying to match some how the angle between the face normal and the Z vector, to a 5% slope (around 2.85 Degrees).
is this possible with Kangaroo? and if so what should be the approach?
thank you very much!
Yoav …
Srf)' is "interpreting" the X,Y values of the points as 'uv' (ignoring Z?) and, because the lofted surface has been reparametrized, the Y values greater than one are being wrapped off the "far edge" and back onto the "near edge" (as many times as needed since the surface is effectively only one unit in each direction).
Is that it? Why do the Y point values (max = 46) appear to be smaller than the X point values (max = 1)?…
bers of point) index
and I called the last point as indexMax
that what I wrote I am sure that I made some mistakes- so if one of you can help me I will be more then glad
If abc(sin(3 * pi() * ptList / ptLast)) < 0.5 Then harmony = 3 = z, 2 = x, 1 = y
A = 0
Else
A = 1
n = 0
For n < ptLast
If A(n) = A(n + 1) Then
Zf(n) = Z(n) + 12 * A(n)
n = n + 1
End If
(n + 4) < ptLast Then
Zf(n) = Z(n) + 12 * A(n)
Zf(n + 4) = Z(n + 4) + 12 * A(n + 4)
Zf(n + 2) = Z(n + 2) + 6
Zf(n + 1) = Z(n + 1) + 6 - 3 * (A(n + 4) - A(n))
Zf(n + 3) = Z(n + 1) + 6 + 3 * (A(n + 4) - A(n))
n = n + 5
End If
Else M = ptLast - n
For n<ptLast
Zf(n) = (ptLast - n) / M * 12 * A(ptLast - M) + Z(n)
n = n + 1
End
Zf(ptLast) = Z(ptLast)
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