2020
DOI: 10.1002/nme.6366
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Simultaneous topology and build orientation optimization for minimization of additive manufacturing cost and time

Abstract: SummaryThe ever‐present demand for increased performance in mechanical systems, and reduced cost and manufacturing time, has led to the adoption of computational design tools and innovative manufacturing methods. One such tool is topology optimization (TO), which often produces designs that are impracticable to manufacture. However, recent developments in additive manufacturing (AM) have made production of such complex designs feasible. Therefore, integration of these technologies has the potential to innovate… Show more

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Cited by 15 publications
(10 citation statements)
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“…In the method of [71], a mathematical framework for minimisation of the structural compliance, build time, and build cost of an LPBF part in simultaneous part orientation and density-based topology optimisation. The surface area and support volume of an input 3D model were implemented as the physical factors affecting the build time and build cost.…”
Section: One-step Methods For the Lpbf Processmentioning
confidence: 99%
“…In the method of [71], a mathematical framework for minimisation of the structural compliance, build time, and build cost of an LPBF part in simultaneous part orientation and density-based topology optimisation. The surface area and support volume of an input 3D model were implemented as the physical factors affecting the build time and build cost.…”
Section: One-step Methods For the Lpbf Processmentioning
confidence: 99%
“…They accomplish this by defining the density of any element as a function of the densities of other elements that can support it based on finite element meshes, spatial density gradients, or searching for elements in a defined support region . An advantage of these methods is they find the self-supporting geometry that minimizes production cost, time, and/or structural compliance or maximize eigenfrequency, rather than relying on posthoc modifications to the geometry. …”
Section: Future Developments That Could Change the Equation For Ammentioning
confidence: 99%
“… 103 An advantage of these methods is they find the self-supporting geometry that minimizes production cost, time, and/or structural compliance or maximize eigenfrequency, rather than relying on posthoc modifications to the geometry. 102 105 …”
Section: Future Developments That Could Change the Equation For Ammentioning
confidence: 99%
“…Rather than adopting a tessellated infill design approach to generating supports, advanced concepts are also emerging from the research community for the support structures to be generated via TO (Mezzadri et al 2018). Some of these methods enable TO concurrently with part orientation, accounting for both structural performance and manufacturing constraints (Fritz and Kim 2020). Supporting structures can also be optimised with respect to thermal compliance to minimise mean temperature (Giraldo-Londoño, et al 2020) or for maximising heat dissipation (Miki and Nishiwaki 2022).…”
Section: Introductionmentioning
confidence: 99%