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OPTIMIZATION Finding the "Optimum" design is a complex task. The design of any part is an iterative process that involves changing many variables at the same time. For optimization, all variables are continuously modified until they meet the criteria and conditions preset by the engineer or designer. To obtain an optimized solution depends on the engineer’s experience and ability to choose the right variable or variables to change.
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Optimum Solutions provides advanced optimization features in different environments obtaining highly accurate results with less resources. The following set of pictures show the entire process of optimization: Photo 1 shows the original design of a plastic support bracket already meshed. |
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| Photo 2 shows an animation of Von Mises stress distribution. |
![]() Optimum Solutionsengineers performed a global sensitivity analysis in order to calculate the changes in the model's mass while changing the internal web thickness over a specified range. |
| Photo 3 shows the variation of Total mass as a function of internal web thickness. |
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| Photo 4 shows the variation of Von Mises Stress as a function of internal web thickness. |
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Note
how dramatically the mass decreases with decreases in internal web thickness;
indicating that the mass of the part is very sensitive to changes in
this dimension. Likewise, the stress level is sensitive to changes to
this dimension too. It increases by almost a factor of two. There is
a point where the stress rises up significantly while the mass only
changes 11%. From this global sensitivity analysis, Optimum Solutions
engineers were able to determine the variation range of the internal
web thickness without compromising the part's performance. An optimization
study was run to determine the “optimum” dimension that will minimize
the weight of the part and maintain the stress below the material yield
for all the load cases considered. |
| Photo 5 shows the final part after optimization. |
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The
original weight was 0.230 Pounds. Now after the optimization its final
weight is 0.107 Pounds. Hence over 115% of material can be eliminated
and the part will remain as strong as it was before optimization. If
you have to build 300.000 Parts/Year, now imagine how much money you
can save. |