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Balance between volume fraction and element density threshold

User: "Altair Forum User"
Altair Employee
Updated by Altair Forum User

Hello everyone, I'm trying to find an optimal beam layout to design an engine mount through topology optimization. The original mass of the design space is 360 kg. I want to reduce it to an ideal mass of below 6 kg. However, topology optimization won't allow the volume fraction to be less than three times the element density threshold (MINDENS) which by default is 0.01. That means the lowest volume fraction I can achieve is 0.03. But 0.03 of the original mass is just 10 kg. To achieve the mass of 6 kg, I will need to reduce the MINDENS to at most 0.0056 that will achieve volume fraction of 0.0167.

 

However, this will produce a visually unfeasible result even when the solution converged. I think the default value 0.01 is the lowest I can go. I can't reduce the design space anymore as this is region that I want the solution to cover. Is there any other possible ways that I can use to reduce the volume fraction without altering the MINDENS value?

The first picture is my design space model. Four non-design space, two at front an two at the back.

problem1.PNG.92c1e3cb74ed830fa10013698ecf8416.PNG

The second picture is when MINDENS=0.009 and volume fraction of 0.027.

problem2.PNG.56dbf14748efd2c505bc10734121755d.PNG

The third picture is when the MINDENS=0.01 and volume fraction of 0.05. Here, plates exist in the solution and the mass is 18 kg.

problem3.PNG.29314eeed66e8096ebf6fae7f092955a.PNG

 

Any advice is much appreciated. Thank you.

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