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3D Printing Yingcai Xiao
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3D Printing What and How Categories 3D Model Creation File Formats Printers Applications Services Challenges
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What is 3D Printing? A manufacturing process 3D objects Additive (one layer at a time) According to 3D models
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What is 3D Printing? "Rapid prototyping slicing" by Materialgeeza - Own work. Licensed under CC BY-SA 3.0 via Commons -
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How does it work? Additive: one layer at a time Common methods for producing layers: FDM, SLS, SLA FDM: fused deposition modeling SLS: selective laser sintering SLA: stereolithography
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Categories of Additive Manufacturing
(American Society for Testing and Materials) Extrusion Deposit Vat Photopolymerisation Material Jetting Binder Jetting Powder Bed Fusion Sheet Lamination Directed Energy Deposition
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Extrusion Deposit A.k.a: fused deposition modeling (FDM)
Most commonly used Prototyping Inexpesive "FDM by Zureks" by Zureks - Own work. Licensed under GFDL via Commons -
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Extrusion Deposit Structure of an Extruder Demo of FDM
"Extruder lemio" by Lemio - Licensed under GFDL via Commons -
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Extrusion Deposit Extrusion Materials
acrylonitrile butadiene styrene (ABS) polylactic acid (PLA) high-impact polystyrene (HIPS) thermoplastic polyurethane (TPU) aliphatic polyamides (nylon), Polyether ether ketone (PEEK) paste-like materials (ceramic, chocolate, …)
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Powder Bed Fusion E.g.: Selective laser sintering (SLS)
"Selective laser melting system schematic" by Materialgeeza - Own work. Licensed under CC BY-SA 3.0 via Commons -
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Powder Bed Fusion Selective laser sintering (SLS)
Developed in 1980s at UT Austin Patent expired 2014 Materials: metals, polymers, nylon In powder form. Un-melted powder becomes supporting material.
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Vat Photopolymerisation
Examples: SLA (stereolithography) CLIP (Continuous Liquid Interface Production) "Stereolithography apparatus" by Materialgeeza - Own work. Licensed under CC BY-SA 3.0 via Commons -
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Material Jetting Image source: CustomPartNet
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Binder Jetting Image source: additively.com
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CAD (Computer-Aided Design) software e.g.: AutoCAD (free for students)
3D Model Creation 3D Scanners e.g.: Kinect CAD (Computer-Aided Design) software e.g.: AutoCAD (free for students) Visualization software e.g. VTK
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STL: STereoLithography By 3D Systems Triangulated surface meshes
3D Print File Format STL: STereoLithography By 3D Systems Triangulated surface meshes ASCII or binary No unit No color
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3D Print File Format 3MF: 3D Manufacturing Format www.3mf.io
Geometries (Triangulated, NURBs, …) Materials (Color, Texture, Composite) Open source
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3D Print File Format
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3D Print File Format 3MF: 3D Manufacturing Format www.3mf.io Microsoft
Consortium Microsoft donated code reads STL/OBJ/3MF, writes 3MF
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3D Print File Format 3MF Example created by Kinect
Supported in Windows 10
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3D Printers Prusa (RepRap.org) MakerBot Replicator LulzBot TAZ MakerGear Formlabs Ultimaker Polymaker (printing materials)
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Applications Prototyping Manufacturing (cars, houses,..) Arts
Entertainment Medicine Food Personal Started here 9/22
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3D Printing Services Printing Services: Sculpteo Ponoko Shapeways
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3D Printing Services Model Services: Pinshape CGTrader MyMiniFactory Thingiverse Yeggi
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Challenges in 3D Printing
True color objects Supporting curved objects in FDM Voxelization (non smooth surface and internal fracture)
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Infographics by Sculpteo
Summary Infographics by Sculpteo
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3D Data Representation Yingcai Xiao
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Characteristics of Data
DiscreteInterpolation P1, P2 Regular/Irregular Data Dimensions
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Data Structure Design Criterion
Compact (save space) Efficient (fast retrieval) Map-able (easy to convert) Minimal Coverage (small foot prints) Simple (easy to use)
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Dataset Data objects in the visualization pipeline are called datasets
consisting of two pieces: an organizing structure and supplemental data attributes.
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Dataset Structure: topology and geometry
Topology: is the set of properties invariant under certain geometric transformations. Geometry: is the instantiation of the topology; the specification of positions in a 3D space. VTK Model: the structure consists of cells and points. The cells specify the topology; while the points specify the geometry
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Dataset Dataset Attribute: Data to be visualized.
Associated with each point. Typical attributes: color, texture, and user-defined data.
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Cell Types A data set consists of one or more cells
A cell is defined by a “type” and an ordered list of point Type: topology, cell type Ordered list: geometry, points Together: organizational structure Use Set: all the cells using a point: U(pi) = {Ci: pi Ci}
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Cell Types Vertex: zero-dimensional cell, It is defined by a single point. Line: one dimensional cell. It is defined by two points. Polyline: is a composite one-dimensional cell consisting of n connected lines. It is defined by an ordered list of n+1 points. Triangle: is a primary two-dimensional cell. The triangle is defined by a counter-clockwise ordered list of three points. Polygon: is a primary two-dimensional cell. The polygon is defined by an ordered list of three or more points lying in a plane Tetrahedron: is a primary three-dimensional cell. It is defined by a list of four nonplanar point.
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Attribute Data Attribute data is information associated with the structure of the dataset. It is what to be visualized. Dataset Attribute Model Scalars Vectors Normals Texture Coordinates Tensors (The rank of a tensor is the dimension of the matrix containing its values.) User-defined
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Type of Datasets Dependent on topology of the dataset.
Uniform Grid (uniform in each direction) Parameters: Dimension: nx, ny, nz Origin: x0, y0, z0 Spacing: dx, dy, dz
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Rectlinear Grid IJK space. x = x[I]; y = y[J]; z = z[K];
Data array (i, j, k), i changes first, then j, k last. Simple compact (takes O(nx + ny + nz) more space) speedy retrieval Little more flexible
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Structured Grid Dimension: nx, ny, nz Nonuniform spacing
IJK space (no formula) Coordinates of each grid node need to be given. x(I,J,K), y(I,J,K), z(I,J,K)
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Most Adaptable Data Set:
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Unstructured Grid No dimensions parameters: nx, ny, nz No IJK space
Coordinates of each node need to be given Most flexible, can represent any structures of data Not compact (need space to save xyz values and cell information) Slow retrieval
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Data Set Internal Memory Structure
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Unstructured Surface Polygonal Surface
No dimensions parameters: nx, ny, nz No IJK space Coordinates of each node need to be given Data value(s) on each node needs to be given
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Structure Representation
P1 of T1 and P2 of T2 are connected at P(1,0,0)
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Structure Representation The Wrong Way: Making Copies
class Tri { public: point P1, P2, P3; }; Tri T1, T2; T1.P1.x=1.0; T1.P1.y=0.0; T1.P1.z=0.0; ……. T2.P2.x=1.0; T2.P2.y=0.0; T2.P2.z=0.0; ………
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Structure Representation: Wrong Way
Each triangle keeps a copy of the vertex values. Drawback: if the coordinate of P is changed, all cells having a copy of its value need to be updated.
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Structure Representation: Correct Way
Save the vertex values in an array (Point List). Store the indexes of the vertexes for each triangle in the triangle definition
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Structure Representation The Correct Way: Indexing
P2.x=1.0; P2.y=1.0; P2.z=0.0; P3.x=0.0; P3.y=1.0; P3.z=0.0; Point List P0.x=0.0; P0.y=0.0; P0.z=0.0; P1.x=1.0; P1.y=0.0; P1.z=0.0;
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Structure Representation The Correct Way: Indexing
class Tri{ public: int ID1, ID2, ID3; }; Tri T1, T2; T1.ID1=0; T1.ID2=1; T1.ID3=3; T2.ID1=1; T2.ID2=2; T2.ID3=3;
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Structure Representation: The Correct Way: Indexing
Each triangle keeps an index list (cell list) of its vertexes. If the coordinate of P is changed, none of the cells using it needs to be changed. Only the one copy of its value in the point list needs to be updated.
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Dataset Structure: topology and geometry
Topology: is the set of properties invariant under certain geometric transformations. Geometry: is the instantiation of the topology; the specification of positions in a 3D space. VTK Model: the structure consists of cells and points. The cells specify the topology; while the points specify the geometry
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Data Set Internal Memory Structure
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Summary of VTK Data Structures
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