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3D Printing of Metals
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Metals 2016,6, 280 Figure9.Anexampleofpartsdisassembly. 3.2.1. FlangeFramewithTorque Theflange often bears the torsionalmoment from its bolt holes. According to the following conditions, theoptimaldesignof the frameworkof thestructurewascarriedout. (1) Objective function:minimumstructuremass (2) Condition: flangebears torsion load (3) Boundaryconditions: theboltholesarefixedandthe inner surfaceof theflange isapplied to the torque (4) Designspace: brownregion ingraph (5) Minimumthickness: 0.006m (6) Designconstraints:meetingthestrengthrequirementswithminimummass Accordingto the topologyoptimizationconditionsabove, theoriginalpartmodelwasdefinedas showninFigure10a. The frameworkobtainedbytopologyoptimizationcanbeseen inFigure10b. Thisnewstructurewas taken intoANSYSWorkbenchtoanalyze its strength. Thestressdistribution onthestructurebecameuniformafteroptimization,asshowninFigure10c. Figure10. Theoriginalflangemodel (a), flange frameworkobtainedby topologyoptimization (b), stressdistributionofflangeframe(c). The comparison of the stress distribution density before and after optimization is shown in Figure11.AscanbeseenfromFigure11, the twostructureshavethesamemaximumstressandthe average stressof theoptimizedstructurebecame larger. Thus, theutilization ratioof the structure was improved. 94
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3D Printing of Metals
Title
3D Printing of Metals
Author
Manoj Gupta
Editor
MDPI
Location
Basel
Date
2017
Language
English
License
CC BY-NC-ND 4.0
ISBN
978-3-03842-592-2
Size
17.0 x 24.4 cm
Pages
170
Keywords
3D printing, additive manufacturing, electron beam melting, selective laser melting, laser metal deposition, aluminum, titanium, magnesium, composites
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Naturwissenschaften Chemie
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3D Printing of Metals