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Active Learning Assignment
On
Solid Modeling
GANDHINAGAR INSTITUTE
OF
TECHNOLOGY
Computer Aided Design (2161903)
Prepared By:-
Ayush Upadhyay
(150123119053)
Guided By:-
Prof. Dhaval Patel
Two-Dimensional Drawing
2-D is not ideal for representing 3-D objects
2-D has no Z axis
2-D is flat!
Three-Dimensional Modeling
3-D models include X, Y, and Z dimensions
Allows better definition of three-dimensional
objects
There are three general types of 3-D models
- Wire Frame Models
- Surface Models
- Solid Models
Wire Frame Models
Oldest form of 3D modeling
Old technology - not used
today
Model Contains edges and
vertices
Cannot represent complex
surfaces
No details regarding interior
of part
Ambiguous
Wireframe
models are
Ambiguous…
What does this
object really
look like?
Wireframe Ambiguity (Cont.)
Which face is front and which is back?
Surface Models
Came after Wireframe models
Still used today
Model Contains edges and
vertices and exterior surfaces
Can represent complex
exterior surfaces
No details regarding interior
of part
Too ambiguous for
engineering analysis
Solid Models
Current “state of the
art”
Model Contains edges
and vertices , exterior
surfaces, and interior
details
Part is unambiguously
defined
May be used for
engineering analysis
Why Solid Modeling?
Recall weakness of wireframe and surface modeling
Ambiguous geometric description
incomplete geometric description
lack topological information
Tedious modeling process
Awkward user interface
Solid model
Solid modeling is based on complete, valid and unambiguous
geometric representation of physical object.
Complete  points in space can be classified.(inside/
outside)
Valid vertices, edges, faces are connected properly.
Unambiguous  there can only be one interpretation of
object
Analysis automation and integration is possible only with solid
models has properties such as weight, moment of inertia, mass.
Solid model consist of geometric and topological data
Geometry  shape, size, location of geometric elements
Topology connectivity and associatively of geometric
elements non graphical, relational information
Solid model representation schemes
1.Primitive instancing
2.Regularized Boolean set operations
3.Sweep representations.
4.Boundary representations (B-reps)
5.Constructive solid geometry (CSG)
6.Spatial-partitioning representations
- Octree representation
Constructive solid geometry (CSG)
Objects are represented as a combination of simpler solid objects
(primitives).
The primitives are such as cube, cylinder, cone, torus, sphere etc.
Copies or “instances” of these primitive shapes are created and
positioned.
A complete solid model is constructed by combining these “instances”
using set specific, logic operations (Boolean)
Boolean operation
each primitive solid is assumed to be a set of points, a boolean
operation is performed on point sets and the result is a solid model.
Boolean operation  union, intersection and difference
The relative location and orientation of the two primitives have to
be defined before the boolean operation can be performed.
Boolean operation can be applied to two solids other than the
primitives.
Constructive Solid Geometry Methods
Constructive Solid Geometry (CSG)
performs solid modelling by generating a new
object from two 3-dimensional objects using a
set operation
Valid set operations include
Union
Intersection
Difference
CSG Operations
Primitives:
Union:
Intersection:
Difference:
Constructive Solid Geometry Methods
(cont…)
Constructive Solid Geometry Methods
(cont…)
CSG usually starts with a small set of
primitives such as blocks, pyramids, spheres and
cones
Two objects re initially created and combined
using some set operation to create a new object
This object can then be combined with another
primitive to make another new object
This process continues until modelling
complete
ppt of solid modeling for cad

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ppt of solid modeling for cad

  • 1. Active Learning Assignment On Solid Modeling GANDHINAGAR INSTITUTE OF TECHNOLOGY Computer Aided Design (2161903) Prepared By:- Ayush Upadhyay (150123119053) Guided By:- Prof. Dhaval Patel
  • 2.
  • 3. Two-Dimensional Drawing 2-D is not ideal for representing 3-D objects 2-D has no Z axis 2-D is flat!
  • 4. Three-Dimensional Modeling 3-D models include X, Y, and Z dimensions Allows better definition of three-dimensional objects There are three general types of 3-D models - Wire Frame Models - Surface Models - Solid Models
  • 5. Wire Frame Models Oldest form of 3D modeling Old technology - not used today Model Contains edges and vertices Cannot represent complex surfaces No details regarding interior of part Ambiguous
  • 6. Wireframe models are Ambiguous… What does this object really look like?
  • 7. Wireframe Ambiguity (Cont.) Which face is front and which is back?
  • 8. Surface Models Came after Wireframe models Still used today Model Contains edges and vertices and exterior surfaces Can represent complex exterior surfaces No details regarding interior of part Too ambiguous for engineering analysis
  • 9. Solid Models Current “state of the art” Model Contains edges and vertices , exterior surfaces, and interior details Part is unambiguously defined May be used for engineering analysis
  • 10.
  • 11. Why Solid Modeling? Recall weakness of wireframe and surface modeling Ambiguous geometric description incomplete geometric description lack topological information Tedious modeling process Awkward user interface
  • 12.
  • 13.
  • 14. Solid model Solid modeling is based on complete, valid and unambiguous geometric representation of physical object. Complete  points in space can be classified.(inside/ outside) Valid vertices, edges, faces are connected properly. Unambiguous  there can only be one interpretation of object Analysis automation and integration is possible only with solid models has properties such as weight, moment of inertia, mass. Solid model consist of geometric and topological data Geometry  shape, size, location of geometric elements Topology connectivity and associatively of geometric elements non graphical, relational information
  • 15.
  • 16.
  • 17.
  • 18. Solid model representation schemes 1.Primitive instancing 2.Regularized Boolean set operations 3.Sweep representations. 4.Boundary representations (B-reps) 5.Constructive solid geometry (CSG) 6.Spatial-partitioning representations - Octree representation
  • 19.
  • 20.
  • 21.
  • 22.
  • 23. Constructive solid geometry (CSG) Objects are represented as a combination of simpler solid objects (primitives). The primitives are such as cube, cylinder, cone, torus, sphere etc. Copies or “instances” of these primitive shapes are created and positioned. A complete solid model is constructed by combining these “instances” using set specific, logic operations (Boolean) Boolean operation each primitive solid is assumed to be a set of points, a boolean operation is performed on point sets and the result is a solid model. Boolean operation  union, intersection and difference The relative location and orientation of the two primitives have to be defined before the boolean operation can be performed. Boolean operation can be applied to two solids other than the primitives.
  • 24. Constructive Solid Geometry Methods Constructive Solid Geometry (CSG) performs solid modelling by generating a new object from two 3-dimensional objects using a set operation Valid set operations include Union Intersection Difference
  • 26. Constructive Solid Geometry Methods (cont…)
  • 27. Constructive Solid Geometry Methods (cont…) CSG usually starts with a small set of primitives such as blocks, pyramids, spheres and cones Two objects re initially created and combined using some set operation to create a new object This object can then be combined with another primitive to make another new object This process continues until modelling complete