1999
DOI: 10.1108/13552549910251846
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Numerical prediction of temperature and density distributions in selective laser sintering processes

Abstract: A finite element model has been developed for the 3D simulation of the sintering of a single track during a selective laser sintering process (SLS). The model takes into account both the thermal and the sintering phenomena involved in the process. Owing to the continuous movement of the laser beam the model takes also into account the transient nature of the problem. This is transformed into a pseudo‐static one through a transformation of the coordinates system of the equations. Nevertheless, this transformati… Show more

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Cited by 142 publications
(22 citation statements)
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“…Through ray-tracing algorithms, the trajectories of the light rays, or photons, emitted by the laser source can be simulated probabilistically when travelling into the considered medium, until they hit a pre-defined area. According to the model proposed by Xin et al [93], the initial position of a photon in the laser beam section is defined in spherical coordinates by the radius and the azimuthal angle u, where the angle is distributed uniformly in the interval 0; 2p ½ , while the radius [93,94] Particle-based Semi-crystalline (PA12) Thermal [87] Analytical Semi-crystalline (PVA) Thermal [88,96] Finite elements Semi-crystalline (PA6) Thermal [89,90] Finite elements Semi-crystalline (PA12) Thermal, sintering [80,82,83,86] Finite elements Amorphous (PC) Thermal, sintering [79,81] Finite differences Amorphous (PC) Thermal, sintering [84] Finite volumes Amorphous (PC) Thermal, sintering [85,90] Finite elements Semi-crystalline (PA12) Optical, thermal, sintering [93] Particle-based Semi-crystalline (PA12) Thermal, mechanical [91,128] Finite elements Semi-crystalline (PA12) Thermal, mechanical [92] Finite elements Semi-crystalline (PP)…”
Section: Models Of the Thermal Processmentioning
confidence: 99%
“…Through ray-tracing algorithms, the trajectories of the light rays, or photons, emitted by the laser source can be simulated probabilistically when travelling into the considered medium, until they hit a pre-defined area. According to the model proposed by Xin et al [93], the initial position of a photon in the laser beam section is defined in spherical coordinates by the radius and the azimuthal angle u, where the angle is distributed uniformly in the interval 0; 2p ½ , while the radius [93,94] Particle-based Semi-crystalline (PA12) Thermal [87] Analytical Semi-crystalline (PVA) Thermal [88,96] Finite elements Semi-crystalline (PA6) Thermal [89,90] Finite elements Semi-crystalline (PA12) Thermal, sintering [80,82,83,86] Finite elements Amorphous (PC) Thermal, sintering [79,81] Finite differences Amorphous (PC) Thermal, sintering [84] Finite volumes Amorphous (PC) Thermal, sintering [85,90] Finite elements Semi-crystalline (PA12) Optical, thermal, sintering [93] Particle-based Semi-crystalline (PA12) Thermal, mechanical [91,128] Finite elements Semi-crystalline (PA12) Thermal, mechanical [92] Finite elements Semi-crystalline (PP)…”
Section: Models Of the Thermal Processmentioning
confidence: 99%
“…Most research has focused on thermal engineering and thermoforming. Bugeda et al [6] developed a finite element model for the 3D simulation of the sintering of a single track during a Selective Laser Sintering (SLS) process which takes into account both the thermal and the sintering phenomena involved in the process. Based on a series of single tracks, Song et al [7] firstly proposed the processing windows corresponding to different melting mechanisms in terms of microstructure, roughness, densification and microhardness.…”
Section: Introductionmentioning
confidence: 99%
“…Experience acquired in modelling traditional processes, such as casting or welding, has been the cornerstone of the first models for metal AM processes . At the part scale, finite element (FE) modelling has proved to be useful to assess the influence of process parameters, compute temperature distributions, or evaluate distortions and residual stresses .…”
Section: Introductionmentioning
confidence: 99%
“…Experience acquired in modelling traditional processes, such as casting or welding, [4][5][6] has been the cornerstone of the first models for metal AM processes. [7][8][9][10][11] At the part scale, finite element (FE) modelling has proved to be useful to assess the influence of process parameters, 12 compute temperature distributions, 13,14 or evaluate distortions and residual stresses. [15][16][17] Recent contributions have introduced microstructure simulations of grain growth 18,19 and crystal plasticity, 20 melt-pool-scale models 3,21 and even multiscale and multiphysics solvers.…”
Section: Introductionmentioning
confidence: 99%