Approximating a Complex Lofted Flange Profile [Sheet Metal]
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I have a bin with a cone with has a round to stadium (oval) transition. The outer edge of this cone welds to the inner wall of the bin shell.
Ideal shape
Cross Section
I'm trying to determine how to best draw a profile for use with the Lofted Flange sheet metal feature.
The dimensions of the bin are driven by the inside dimensions, so I start by laying out the governing profiles in both directions.
Inside dimesnions
Then flesh out the plate profiles that will make up the construction using the inside profile as a guide.
Upper Connection
Lower Connection
Once I know where the plate lies I can determine where the the outside edge of the cone meets the inside face of the shell by making two surfaces and using a split to illustrate the contacting edge profile.
Determine Edge of Loft Profile
Loft Profiles
A Surface Split reveals the contact edge
Now that I know what the perfect edge should look like I can aim to create a lofted flange profile that closely approximates that.
I start by projecting the known inside edge points to a new sketch, this allows me to draw a line that is very close to the slope of the ideal edge.
Approximation of the contact edge
I can now make a workplane from that line in order to make a lofted flange profile. The profile uses the known edge points and a section of an ellipse for the profile.
Lofted Flange Profile
If I do a thicken of the cone surface, I can see that is results in the exact geometry I'm trying to achieve.
Thickened cone surface matches perfectly
However, if I do a 'project sliced geometry' and compare it to my approximated profile I'm a little bit out. So I know that my ellipse profile isn't quite exact.
Profile Comparison
I know that I'm likely splitting hairs at this point, but I want to see if I can come up with a better approximation without too much math.
Any Ideas?