Am 31.01.2019 um 19:21 schrieb jr:
>> clipka <ano### [at] anonymousorg> wrote:
>>> Well, that's pretty much what I see them doing.
>> given that the "end" is a sphere, I would have expected the cylinders to
>> terminate in a curved shape, equidistant. but I see a right angle.
> ouch, sorry, I see now. need to arrange the other spheres spherically to get
> the equidistant ends.
>>> Of course since the distance changes as the angle changes, so do the
>>> gaps (because you computed each of them to be 5% of the total distance,
>>> from sphere center to start of cylinder).
> so how can one "fudge" it, ie make the cylinders end a predictable distance from
> each sphere?
Preusuming you have the "central" sphere at P1, and a "remote" sphere at
P2, and you want a distance of D between sphere centers and the cylinder
V = P2 - P1
is the vector describing direction _and_ distance of the cylinder you want;
Vn = vnormalize(Vn)
is the unit-length directionof that vector; and
Q1 = P1 + Vn*D
Q2 = P2 - Vn*D
are the points you want the cylinder ends to be at.
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