PROJECTIONS OF PLANES
by
K. Sreenivasa Reddy
Assistant Professor
Department of Mechanical Engineering
Godavari Institute of Engineering and Technology (A)
Projections of Planes
Plane figures or surfaces have only two dimensions and they do not
have the thickness.
Planes may be divided into two main types
1. Perpendicular planes
2. Oblique planes
Perpendicular planes are those planes which are may be
 Perpendicular to both the reference planes
 Perpendicular to one plane and parallel to the other
 Perpendicular to one plane and inclined to other
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Parallel to H.P. and Perpendicular to V.P.
Problem
A rectangle ABCD of dimension 50 mm x 30 mm lies with its plane
parallel to H.P. at a height of 40 mm and perpendicular to V.P. with
its edge CD at a distance of 20 mm from V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Parallel to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Parallel to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Parallel to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)
Projections of Perpendicular Planes
Inclined to H.P. and Perpendicular to V.P.
Engineering Graphics, Department of Mechanical Engineering, GIET(A)

Engineeeing Graphics_Projection of planes.pptx

  • 1.
    PROJECTIONS OF PLANES by K.Sreenivasa Reddy Assistant Professor Department of Mechanical Engineering Godavari Institute of Engineering and Technology (A)
  • 2.
    Projections of Planes Planefigures or surfaces have only two dimensions and they do not have the thickness. Planes may be divided into two main types 1. Perpendicular planes 2. Oblique planes Perpendicular planes are those planes which are may be  Perpendicular to both the reference planes  Perpendicular to one plane and parallel to the other  Perpendicular to one plane and inclined to other Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 3.
    Projections of PerpendicularPlanes Parallel to H.P. and Perpendicular to V.P. Problem A rectangle ABCD of dimension 50 mm x 30 mm lies with its plane parallel to H.P. at a height of 40 mm and perpendicular to V.P. with its edge CD at a distance of 20 mm from V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 4.
    Projections of PerpendicularPlanes Parallel to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 5.
    Projections of PerpendicularPlanes Parallel to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 6.
    Projections of PerpendicularPlanes Parallel to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 7.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 8.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 9.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 10.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 11.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 12.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 13.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 14.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 15.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 16.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 17.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 18.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 19.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 20.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 21.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 22.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)
  • 23.
    Projections of PerpendicularPlanes Inclined to H.P. and Perpendicular to V.P. Engineering Graphics, Department of Mechanical Engineering, GIET(A)