TY - JOUR
T1 - Laser beam shape optimization in powder bed fusion of metals
AU - Holla, Vijaya
AU - Kopp, Philipp
AU - Grünewald, Jonas
AU - Wudy, Katrin
AU - Kollmannsberger, Stefan
N1 - Publisher Copyright:
© 2023 The Authors
PY - 2023/6/25
Y1 - 2023/6/25
N2 - In laser-based powder bed fusion of metals (PBF-LB/M), the laser beam shape significantly influences the temperature distribution and melt pool dimensions. Recent advances in beam shaping technology allow for more flexibility in changing the laser beam profile in time and space. For example, ring-shaped and top-hat beam profiles can improve the process efficiency and product quality compared to common Gaussian beam profiles, as they distribute the heat input over a larger area. Non-rotationally symmetric beam shapes are more interesting for homogeneous temperature fields to reduce effects such as spatter formation due to Marangoni flow. Developing new beam profiles by iterative adjustments and repeated experiments is costly, time-consuming, and often not feasible. The presented contribution automates this process using numerical optimization, complementing the experiments with computer simulations that are based on a thermal model with nonlinear material parameters. The optimization uses a gradient-based approach combined with the adjoint state method to compute the sensitivities. The presented inversion framework is verified by choosing the temperature field resulting from a Gaussian beam shape as an optimization target and it is demonstrated that it recovers the original Gaussian shape after only a few iterations. Then, an application of the method is demonstrated by computing an axisymmetric beam shape that corresponds to a melt pool in conduction mode. The model is validated by comparing the computed melt pool shapes to experimentally evaluated melt track cross-sections, where a good agreement is obtained. Finally, the flexibility of the optimization framework is demonstrated by showing optimized laser beam shapes without the axisymmetric constraint of the previous example.
AB - In laser-based powder bed fusion of metals (PBF-LB/M), the laser beam shape significantly influences the temperature distribution and melt pool dimensions. Recent advances in beam shaping technology allow for more flexibility in changing the laser beam profile in time and space. For example, ring-shaped and top-hat beam profiles can improve the process efficiency and product quality compared to common Gaussian beam profiles, as they distribute the heat input over a larger area. Non-rotationally symmetric beam shapes are more interesting for homogeneous temperature fields to reduce effects such as spatter formation due to Marangoni flow. Developing new beam profiles by iterative adjustments and repeated experiments is costly, time-consuming, and often not feasible. The presented contribution automates this process using numerical optimization, complementing the experiments with computer simulations that are based on a thermal model with nonlinear material parameters. The optimization uses a gradient-based approach combined with the adjoint state method to compute the sensitivities. The presented inversion framework is verified by choosing the temperature field resulting from a Gaussian beam shape as an optimization target and it is demonstrated that it recovers the original Gaussian shape after only a few iterations. Then, an application of the method is demonstrated by computing an axisymmetric beam shape that corresponds to a melt pool in conduction mode. The model is validated by comparing the computed melt pool shapes to experimentally evaluated melt track cross-sections, where a good agreement is obtained. Finally, the flexibility of the optimization framework is demonstrated by showing optimized laser beam shapes without the axisymmetric constraint of the previous example.
KW - Adjoint-based optimization
KW - Beam shape optimization
KW - Inverse heat conduction
KW - Laser beam shaping
KW - Metal additive manufacturing
UR - http://www.scopus.com/inward/record.url?scp=85162227454&partnerID=8YFLogxK
U2 - 10.1016/j.addma.2023.103609
DO - 10.1016/j.addma.2023.103609
M3 - Article
AN - SCOPUS:85162227454
SN - 2214-8604
VL - 72
JO - Additive Manufacturing
JF - Additive Manufacturing
M1 - 103609
ER -