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Projection
Arvin Bera
(Lecturer CST
KPC)
Contents
1. Definition
2. Types of Projection
3. Parallel Projection
4. Perspective Projection
5. Types of Parallel Projection
6. Axonometric Projection
7. Oblique Projection
Definition
 Projection. Projection in computer
graphics means the transformation of a three-
dimensional (3D) area into a two-dimensional
(2D) area.
Types of Projection
Parallel Projection
 A parallel projection is a projection of an object in
three-dimensional space onto a fixed plane, known as
the projection plane or image plane.
 If the distance between the center of projection and
projection plane is infinite the projection is called
Parallel projection.
Perspective Projection
 The distance between the center of projection
and projection plane is finite the projection is
called Perspective projection.
Types of Parallel Projection
 Orthographic Projection
Parallel Projection use to display picture in its
true shape and size. When projectors are
perpendicular to view plane then is
called orthographic projection.
Axonometric Projection
 Orthographic projections that show more than one side of
an object are called axonometric orthographic
projections. The most common axonometric projection is
an isometric projection where the projection plane
intersects each coordinate axis in the model coordinate
system at an equal distance. In this projection parallelism
of lines are preserved but angles are not preserved. The
following figure shows isometric projection −
Oblique Projection
 In oblique projection, the direction of projection is not
normal to the projection of plane. In oblique projection, we
can view the object better than orthographic projection
 There are two types of oblique projections
− Cavalier and Cabinet. The Cavalier projection makes
45° angle with the projection plane.
 The Cabinet projection makes 63.4° angle with the
projection plane. In Cabinet projection
My YouTube Reference
 https://youtu.be/4DHrJh1pSBE
 https://youtu.be/4Jy1PP7buWk
 https://youtu.be/sBA-FZ1veDE
 https://youtu.be/lxSZ9yQfoZI
Thank you

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#KPC #CST #Projection

  • 2. Contents 1. Definition 2. Types of Projection 3. Parallel Projection 4. Perspective Projection 5. Types of Parallel Projection 6. Axonometric Projection 7. Oblique Projection
  • 3. Definition  Projection. Projection in computer graphics means the transformation of a three- dimensional (3D) area into a two-dimensional (2D) area.
  • 5. Parallel Projection  A parallel projection is a projection of an object in three-dimensional space onto a fixed plane, known as the projection plane or image plane.  If the distance between the center of projection and projection plane is infinite the projection is called Parallel projection.
  • 6. Perspective Projection  The distance between the center of projection and projection plane is finite the projection is called Perspective projection.
  • 7. Types of Parallel Projection  Orthographic Projection Parallel Projection use to display picture in its true shape and size. When projectors are perpendicular to view plane then is called orthographic projection.
  • 8. Axonometric Projection  Orthographic projections that show more than one side of an object are called axonometric orthographic projections. The most common axonometric projection is an isometric projection where the projection plane intersects each coordinate axis in the model coordinate system at an equal distance. In this projection parallelism of lines are preserved but angles are not preserved. The following figure shows isometric projection −
  • 9. Oblique Projection  In oblique projection, the direction of projection is not normal to the projection of plane. In oblique projection, we can view the object better than orthographic projection  There are two types of oblique projections − Cavalier and Cabinet. The Cavalier projection makes 45° angle with the projection plane.  The Cabinet projection makes 63.4° angle with the projection plane. In Cabinet projection
  • 10. My YouTube Reference  https://youtu.be/4DHrJh1pSBE  https://youtu.be/4Jy1PP7buWk  https://youtu.be/sBA-FZ1veDE  https://youtu.be/lxSZ9yQfoZI