Polymer processing using Additive Manufacturing Technologies (AM) has experienced a remarkable growth during the last years. The application range has been expanding rapidly, particularly driven by the so-called consumer 3D printing sector. However, for applications demanding higher requirements in terms of thermo-mechanical properties and dimensional accuracy the long established AM technologies such as Selective Laser Sintering (SLS) do not depict a comparable development. The higher process complexity hinders the number of materials that can be currently processed and the interactions between the different physics involved have not been fully investigated. In case of thermoplastic materials the crystallization kinetics coupled to the shrinkage strain development strongly influences the stability of the process. Thus, the current investigation presents a transient Finite Element simulation of the warpage effect during the SLS process of a new developed polyolefin (co-polypropylene) coupling the thermal, mechanical and phase change equations that control the process. A thermal characterization of the material was performed by means of DSC, integrating the Nakamura model with the classical Hoffmann-Lauritzen theory. The viscoelastic behavior was measured using a plate-plate rheometer at different degrees of undercooling and a phase change-temperature superposition principle was implemented. Additionally, for validation porpoises the warpage development of the first sintered layers was captured employing an optical device. The simulation results depict a good agreement with experimental measurements of deformation, describing the high sensitivity of the geometrical accuracy of the sintered parts related to the processing conditions.

1.
A.
Gebhardt
,
Generative Fertigungsverfahren
.
Munich: Hanser Publishers
,
2013
, pp.
311
313
2.
M.
Schmid
and
G.
Levy
, “
Lasersintermaterialien - aktueller Stand und Entwicklungspotential. Fachtagung Additive Fertigung, Lehrstuhl für Kunststofftechnik
”,
Erlangen, Germany
,
2009
, pp.
43
55
.
3.
D.
Drummer
,
D.
Rietzel
and
F.
Kühnlein
, “
Development of a characterization approach for the sintering behaviour of new thermoplastics for selective laser sintering
” in
Physics Procedia: Proceedings of the LANE
.
Part B
5
,
2010
, pp.
533
542
.
4.
A.
Amado
,
M.
Schmid
,
G.
Levy
and
K.
Wegener
, “Advances in SLS Powder Characterization” in
Proceedings of the Solid Freeform Fabrication Symposium
,
Austin, TX
,
2011
, pp.
438
452
.
5.
D.
Rietzel
, “
Werkstoffverhalten und Prozessanalyse beim Laser-Sintern von Thermoplasten
”, Ph.D. Thesis,
Technischen Fakultät der Universität Erlangen-Nürnberg
,
2011
.
6.
J.C.
Nelson
,
S.
Xue
,
J.W.
Barlow
,
J.J
Beaman
,
H.L.
Marcus
and
D.L.
Bourell
, “
Model of the selective laser sintering of Bisphenol-A polycarbonate
” in
Industrial & Engineering Chemistry Research
32
(
10
),
1993
, pp.
2305
2317
.
7.
J.G.
Ryder
,
M.
Berzins
and
T.H.C.
Childs
, “
Modelling Simple Feature Creation in Selective Laser Sintering
” in
Proceedings of the Solid Freeform Fabrication Symposium
,
Austin, TX
,
1996
, pp.
567
574
.
8.
A.
Papadatos
,
S.
Ahzi
,
C.
Deckard
and
F.
Paul
, “
On dimensional stability: modelling the Bonus-Z during the SLS process
” in
Proceedings of the Solid Freeform Fabrication Symposium
,
Austin, TX
,
1997
, pp.
709
716
.
9.
J.D.
Williams
and
C.R.
Deckard
, “
Advances in modeling the effects of selected parameters on the SLS process
” in
Rapid Prototyping Journal
4
(
2
),
1998
, pp.
90
100
.
10.
G.
Bugeda
,
M.
Cervera
and
G.
Lombera
, “
Numerical prediction of temperature and density distributions in selective laser sintering processes
” in
Rapid Prototyping Journal
5
(
1
),
1999
, pp.
21
26
.
11.
L.
Dong
,
A.
Makradi
,
S.
Ahzi
, and
Y.
Remond
, “
Three-dimensional transient finite element analysis of the selective laser sintering process
” in
Journal of Materials Processing Technology
209
(
2
),
2009
, pp.
700
706
.
12.
N.M.
Jamal
, “
Finite Element Analysis of Curl Development in the Selective Laser Sintering Process
”, Ph.D. Thesis,
University of Leeds
,
2001
.
13.
K.
Nakamura
,
T.
Watanabe
,
K.
Katayama
and
T.
Amano
, “
Some aspects of nonisothermal crystallization of polymers. I. Relationship between crystallization temperature, crystallinity, and cooling conditions
” in
Journal of Applied Polymer Science
16
(
5
),
1972
, pp.
1077
1091
.
14.
R.M.
Patel
, “
Crystallization kinetics modeling of high density and linear low density polyethylene resins
” in
Journal of Applied Polymer Science
124
(
2
),
2011
, pp.
1542
1552
15.
R.M.
Patel
and
J.E.
Spruiell
, “
Crystallization kinetics during polymer processing - Analysis of available approaches for process modeling
” in
Polymer Engineering & Science
31
(
10
),
1991
, pp.
730
738
16.
Y.
Eom
,
L.
Boogh
,
V.
Michaud
,
P.
Sunderland
and
J.- A.
Manson
, “
Time-Cure-Temperature Superposition for the Prediction of Instantaneous Viscoelastic Properties During Cure
” in
Polymer Engineering and Science
,
40
(
6
),
2000
, pp.
1281
1292
17.
G.W.
Ehrenstein
,
G.
Riedel
and
P.
Trawiel
,
Thermal Analysis of Plastics, Theory and Practice
.
Munich
:
Hanser Publishers
,
2004
, pp.
223
224
18.
F.
Amado
,
M.
Schmid
,
G.
Levy
and
K.
Wegener
, “
Characterization and modeling of non-isothermal crystallization of Polyamide 12 and co-Polypropylene during the SLS process
” in
5th International Polymers & Moulds Innovations Conference
,
Ghent, Belgium
,
2012
, pp.
207
216
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