Ellipsoid / Spheroid Trouble

Ellipsoid / Spheroid Trouble

alexreedblackfriday
Observer Observer
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Message 1 of 7

Ellipsoid / Spheroid Trouble

alexreedblackfriday
Observer
Observer

Hi,

 

Trying to make an ellipsoid / spheroid, using the sweep tool doesn't work, loft isn't working either. Puzzled on how to make this shape. Anyone able to provide some help?

 

Thanks

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Message 2 of 7

JeanFlower
Contributor
Contributor

The loft tool can be used to make something like an ellipsoid.    This video begins by using a box as defining geometry for three elliptical sketches.  The ellipse in each sketch is split into quarters using the "break" sketch tool.  

Once we have suitable quarter-ellipses,  use the loft tool to create one eighth of the final surface.  Before opening the loft tool, build three surface-extrudes to be used as support surfaces for the loft.  The surface-extrudes are based on a quarter-ellipse.

The loft is built using two profiles.  Profile 1 is a quarter-ellipse edge on one of the support surfaces.  Set tangency to be G1.  Profile 2 is a point at the opposing corner.  We also supply two rails for the loft.  Each rail is an edge on onf of the remaining support surfaces, and each rail has a G1 continuity set.

The loft can be mirrored three times to make the whole result.  Zebra lines (under Analysis) can be used to inspect the continuity of the result and alert us if, for example, we forgot one of the continuity constraints on the loft.

 

This final surface is an approximation to an ellipsoid. 

 

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Message 3 of 7

MichaelT_123
Advisor
Advisor

Hi Fellows,

Ellipsoid ... is a sphere scaled un-uniformly in XYZ directions. 

Regards

MichaelT

MichaelT
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Message 4 of 7

etfrench
Mentor
Mentor

That works nicely:

etfrench_0-1698876590184.png

 

ETFrench

EESignature

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Message 5 of 7

jeffescott
Advisor
Advisor

Can the positive x scale be different than the negative x scale and likewise for the y and z scales.

Thus allowing the elegant drawing of an Easter egg?

or perhaps an oblate ellipsoïde?

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Message 6 of 7

jeffescott
Advisor
Advisor

I suppose it would be possible to produce two oblate ellipsoids from spheres of the same diameters.   Then split the bodies and the join the smaller end to the larger thus producing the egg.   
Conclusively proving that the egg can indeed precede the chicken.

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Message 7 of 7

Drewpan
Advisor
Advisor

Hi,

 

This is true ONLY if this is the first time you have modelled an Egg and you have never before modelled a Chicken.

Cheers

 

Andrew

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