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                    <title>Universität Bremen - 2014-2016 SimBaV-LS</title>
                    <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls</link>
                    <description>Kurzbeschreibung zum Projekt SimBaV-LS</description>
                    <language>de</language>
                    <copyright>Universität Bremen</copyright>
                    <pubDate>Sat, 16 May 2026 14:06:29 +0200</pubDate>
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                            <pubDate>Thu, 17 Aug 2023 14:59:34 +0200</pubDate>
                            <title>Simulationsbasierte Untersuchung von Bauteilverzug beim Laser-Sintern von Kunststoffen zur Entwicklung von prozessspezifischen Reduzierungsmaßnahmen</title>
                            <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls#c539589</link>
                            
                            
                            
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                            <pubDate>Fri, 06 Mar 2026 11:38:23 +0100</pubDate>
                            <title>Bschreibung</title>
                            <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls#c539591</link>
                            
                            <description>&amp;lt;p&amp;gt;Das Projekt SimBaV beschäftigt sich mit der Entwicklung und Anwendung eines Simulationsansatzes zur Vorhersage von Bauteilverzug beim Laser-Sintern von Kunstoffen. Dabei werden teilkristalline Thermoplaste Polyamid 12 und Polyamid 11 untersucht.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Der Projektpartner Universität Duisburg-Essen beschäftigt sich mit anlagetechnischen Fragestellungen, wie der Charakterisierung der Oberflächentemperaturen mittels Thermografie, der Analyse des Abkühlverhaltens und der experimentellen Charakterisierung des Verzugsverhaltens.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;ISEMP beschäftigt sich innerhalb des Projekts mit der Entwicklung eines Simulationsansatzes im makroskopischen Bereich mithilfe der Methode der finiten Elemente.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Die gewonnen Erkenntnisse werden dazu genutzt um sowohl das Prozessverständnis zu stärken, aber insbesondere auch um gezielte Verzugsreduzierungsmaßnahmen abzuleiten.&amp;lt;/p&amp;gt;</description>
                            
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                            <pubDate>Fri, 06 Mar 2026 11:38:23 +0100</pubDate>
                            <title>Förderstelle</title>
                            <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls#c539592</link>
                            
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                            <pubDate>Thu, 17 Aug 2023 15:03:49 +0200</pubDate>
                            <title>Inhalt</title>
                            <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls#c539594</link>
                            
                            <description>&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;Vernetzung:&amp;amp;nbsp;&amp;lt;/strong&amp;gt;Im Vergleich zur Simulation von metallbasierten, additiven Fertigungsverfahren muss beim Laser-Sintern der thermische Verlauf im gesamten Bauraum berücksichtigt werden, um das Kristallisationsverhalten innerhalb der Bauteile korrekt abzubilden. Aus diesem Grund wurde der bestehende Vernetzer weiterentwickelt um den gesamten Bauraum zu vernetzen. An die äußeren Ränder des Netzes können so die jeweiligen Randbedingungen angelegt werden&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;img alt=&amp;quot;&amp;quot; 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&amp;quot; style=&amp;quot;&amp;quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Abbildung: FE-Netz von Probekörper auf Isolationsschicht (übriges umgebendes Pulver ist zur Darstellung ausgeblendet)&amp;lt;/p&amp;gt;

&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;Materialanalyse:&amp;amp;nbsp;&amp;lt;/strong&amp;gt;Um den Prozess möglichst realitätsnah abzubilden, wurden umfangreiche Materialanalysen durchgeführt. In der nachfolgenden Abbildung ist beispielhaft die temperaturabhängige Wärmeleitfähigkeit dargestellt. Mit sinkender Temperatur nimmt die Wärmeleitfähigkeit beim Übergang vom amorphen in den kristallinen Bereich stufenartig zu.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;img alt=&amp;quot;&amp;quot; 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&amp;quot; style=&amp;quot;&amp;quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Abbildung: Wärmeleitfähigkeit von Polyamid 12 [1]&amp;lt;/p&amp;gt;

&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;&amp;amp;nbsp;Simulation:&amp;amp;nbsp;&amp;lt;/strong&amp;gt;In der nachfolgenden Abbildung ist der Ablauf der Simulation schematisch dargestellt. Analog zum Prozess wird der alternierende Prozess aus Schichtauftrag und Belichtung simuliert. Zur Einsparung von Rechenzeit werden verschiedene Vereinfachungen, wie die gleichzeitige Belichtung gesamter Schichten oder der instantane Pulverauftrag durch Aktivierung neuer Schichten, gemacht.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;img alt=&amp;quot;&amp;quot; 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style=&amp;quot;&amp;quot; /&amp;gt;&amp;lt;/p&amp;gt;</description>
                            
                            <category>Content</category>
                            
                            
                        </item>
                    
                
                    
                        <item>
                            <guid isPermaLink="false">content-539595</guid>
                            <pubDate>Thu, 17 Aug 2023 15:04:14 +0200</pubDate>
                            <title>Publikationen im Rahmen des Projekts</title>
                            <link>https://www.uni-bremen.de/bccms/isemp/forschungblind/projekte/2014-2016-simbav-ls#c539595</link>
                            
                            <description>&amp;lt;p&amp;gt;Neugebauer, Fabian und Ploshikhin, Vasily: FEM simulation of temperature and crystallization in laser sintering of polyamide 12, In V. Ploshikhin, F. Neugebauer (Eds.), Editor, MSTAM 2014 - Proceedings of the 1st International Symposium Materials Science and Technology of Additive Manufacturing Band 308 aus DVS-Berichte , Seite 17-23, DVS Media GmbH, Düsseldorf, Mai 2014&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Neugebauer, Fabian;&amp;amp;nbsp; Müller, Niels;&amp;amp;nbsp; Ploshikhin, Vasily;&amp;amp;nbsp; Thiel, Stefan;&amp;amp;nbsp; Ambrosy, Janick und Witt, Gerd: Temperature effects on tensile properties of laser sintered polyamide 12 Materials Testing 57(7-8), 602-608 (2015)&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Ambrosy, J.; Witt, G.; Neugebauer, F.: Untersuchung von Bauteilverzug beim Laser-Sintern von Polyamid 12.&amp;amp;nbsp;In: Digital Proceedings of the Rapid.Tech 2015, Erfurt, 2015.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Neugebauer, F., Ploshikhin, V., Ambrosy, J., Witt, G.: Isothermal and non-isothermal crystallization kinetics of polyamide 12 used in laser-sintering, Journal of Thermal Analysis and Calorimetry, DOI: 10.1007/s10973-015-5214-8&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Neugebauer, F., Ploshikhin, V.: Towards Simulation of Warpage in Laser Sintering of Semi-crystalline Polymers, Proceedings of Fraunhofer DDMC 2016&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Witt, G., Ambrosy, J.,Neugebauer, F.: Untersuchung von Bauteilverzug und Kristallisation beim Laser-Sintern von Polyamid 12, in Witt,G., Wegner, A., Sehrt, J.T.: Neue Entwicklungen in der Additiven Fertigung , Springer Berlin Heidelberg (2015), pp. 79-91,&amp;amp;nbsp;&amp;lt;a href=&amp;quot;http://typo3/&amp;quot; rel=&amp;quot;noreferrer&amp;quot; target=&amp;quot;Neue&amp;quot; title=&amp;quot;in&amp;quot;&amp;gt;http://dx.doi.org/10.1007/978-3-662-48473-9_6&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;</description>
                            
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