🎉Community Raffle - Win $25

An exclusive raffle opportunity for active members like you! Complete your profile, answer questions and get your first accepted badge to enter the raffle.
Join and Win

Optimise ellipsoid parameters on which to project nodes?

User: "Ingeniorator"
New Altair Community Member
Updated by Ingeniorator

Hello everyone,

 

my goal is to optimise the cell heights of a 3-dimensional lattice composed of 1D beam elements. The enveloping shape is already close to a 3D ellipsoid. The nodes on the lattice's layers are to be projected onto layered ellipsoid shapes (using the freehand mode in Hypermorph), positioned between the innermost and outermost lattice layers (think of onion layers, see example below of cuboid lattice morphed to ellipsoid function). Their parameters a/b/c need to be fed into Hyperstudy to determine their optimum values.

1. Can this be done directly at the parameters a/b/c level, or is this only feasible with shape/handle perturbations?

2. Furthermore, would it possible to determine the optimal nodal position (within a certain tolerance) tangential to a certain surface, without the nodes being associated to it? This would not need to be performed at the same time as the layer height optimisation.

3. As can be seen in the attached figure (open image in new tab for better quality), some node positions are irregular after morphing. This seems to occur even after applying a symmetry constraint. What could be the reason of this behaviour?

 

Any help is greatly appreciated.

 

image

Find more posts tagged with

Sort by:
1 - 1 of 11
    User: "Adriano_Koga"
    Altair Employee
    Accepted Answer
    Updated by Adriano_Koga

    not sure if it would be helpful, but have you tried 'morph volumes' for creating these shape changes?

    maybe it is not so accurate, but it might be useful for your case. just guessing.