Topology Optimization for Efficient Support Structure Designs in Additive Manufacturing

Conference Paper (2026)
Author(s)

Rajit Ranjan (Indian Institute of Technology Jodhpur)

Prabhat Kumar (Indian Institute of Technology Hyderabad)

Can Ayas (TU Delft - Computational Design and Mechanics)

Matthijs Langelaar (TU Delft - Computational Design and Mechanics)

Research Group
Computational Design and Mechanics
DOI related publication
https://doi.org/10.1007/978-981-95-1723-7_8
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Publication Year
2026
Language
English
Research Group
Computational Design and Mechanics
Pages (from-to)
75-85
Publisher
Springer
ISBN (print)
978-981-95-1722-0
ISBN (electronic)
978-981-95-1723-7
Event
1st International and 7th National Conference on Multidisciplinary Design, Analysis and Optimization, iNCMDAO 2024 (2024-12-16 - 2024-12-18), Bengaluru, India
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Abstract

In Metal Additive Manufacturing (MAM), support structures serve not only for mechanical supports but also for heat dissipation, preventing overheating in the melt zone. Although a high support volume aids heat dissipation, it significantly increases printing time, material wastage, and post-processing efforts. Additionally, contact area between the part and the supports often has higher surface roughness, which compromises part quality. This paper presents a novel density-based Topology Optimization (TO) technique for designing support structures optimized for efficient heat evacuation while keeping the part design fixed. First, a simplified MAM model, already established in the literature, is used to identify regions prone to overheating, referred to as ‘hotspots.’ This hotspot information is then used to formulate a TO problem that minimizes support volume while regulating the heat evacuation efficiency of the supports through thermal compliance which is defined as a constraint. For calculation of thermal compliance, a thermal load is defined using the hotspot information while the baseplate acts as a heat sink. To reduce post-processing costs, a concept of vicinity penalization is introduced, promoting the minimization of the part-support interface area. First, a set of 2D results is presented to demonstrate the method’s effectiveness and explain the influence of various parameters. Next, the TO algorithm is applied to a real-size 3D part and the results are discussed. Finally, the performance of the optimized supports is evaluated using a transient layer-by-layer AM simulation.

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