Riedlbauer DR, Mergheim J, Steinmann P (2014)
Publication Language: English
Publication Type: Conference contribution
Publication year: 2014
Publisher: AIP
Edited Volumes: AIP Conference Proceedings
City/Town: USA
Book Volume: 1593
Pages Range: 708-712
Edition: -
Conference Proceedings Title: 29th International Conference of the Polymer Processing Society
Event location: Nuremberg, Germany
DOI: 10.1063/1.4873876
In the present contribution the temperature distribution in the selective beam melting process for polymer materials is simulated to better understand the influence of process parameters on the properties of the produced part. The basis for the developed simulation tool is the nonlinear heat equation including temperature dependent functions for the heat capacity and the heat conduction which were obtained by experimental measurements. The effect of latent heat occurring in the process is also taken into account. The heat equation is discretized in time and space where a Runge-Kutta method of Radau IIA type is used for time integration. An adaptive finite element method is applied for the discretization in space and the model is implemented into the finite element library deal.II. The heat and cooling rate as important process parameters are simulated for different beam velocities. The ability for computing these process parameters makes the simulation tool suited for optimizing the process management of selective beam melting plants. © 2014 American Institute of Physics.
APA:
Riedlbauer, D.-R., Mergheim, J., & Steinmann, P. (2014). Simulation of the temperature distribution in the selective beam melting process for polymer material. In 29th International Conference of the Polymer Processing Society (pp. 708-712). Nuremberg, Germany, DE: USA: AIP.
MLA:
Riedlbauer, Daniel-Rouven, Julia Mergheim, and Paul Steinmann. "Simulation of the temperature distribution in the selective beam melting process for polymer material." Proceedings of the 29th International Conference of the Polymer Processing Society, Nuremberg, Germany USA: AIP, 2014. 708-712.
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