Date: Mon, 18 Nov 2024 20:05:14 +0100
Hi Alessandro,
Just as a circle can be seen as the limiting case of an inscribed regular
polygon when the number of its sides becomes infinite, a torus can be
approximated by concentric cones. Attached are two FLUKA geometries
representing a torus approximated using 12 and 48 cones. The input files
were created with CombLayer (https://github.com/SAnsell/CombLayer):
singleItem --singleItem Torus -fluka -v TorusNFaces 12 -v TorusMinorRadius
1 -v TorusMajorRadius 5 torus12
The torus can be arbitrarily placed and oriented in space by setting
additional variables like Torus[XYZ]Offset and Torus[XYZ]Angle.
Best,
Konstantin
Il giorno ven 15 nov 2024 alle ore 13:22 Alessandro Calamida <
alex.calamida2_at_tiscalinet.it> ha scritto:
> Dear FLUKA experts,
>
> I could need to modelize a toros in FLUKA. From a past discussion that I
> read years ago I remember that there is not this type of body in FLUKA.
> However, it is possible to obtain it approximately as a combination of
> cylinders and truncated cones, right? Do you have any suggestions?
>
> Best regards and thank you for your time, Alessandro Calamida.
>
>
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(image/png attachment: torus48.png)
(image/png attachment: torus12.png)
- application/gzip attachment: torus48.inp.gz
- application/gzip attachment: torus12.inp.gz