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Projections of Planes : Lect 01
1. Unit No:04
Projections of Planes
Yash B. Parikh
M.Tech. (CIM)
Assistant Professor
Department of Mechanical Engineering
Symbiosis Institute of Technology
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What is a Plane?
In mathematics. a plane is a flat, two-dimensional surface.
It can also defined as an abstract surface which has infinite width
and length, zero thickness, and zero curvature.
Prof. Yash Parikh
4. 4
Introduction
A Plane is a two dimensional entity having only length and
breadth with negligible thickness (which is considered as
zero).
Prof. Yash Parikh
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Types of Planes
Planes may be divided as two main types.
They are :
(I) Perpendicular Planes
(II) Oblique Planes.
(I) Perpendicular Planes :
Planes which are perpendicular to any one of the principal
planes of projection are called as perpendicular planes.
These planes may be inclined or parallel to the other
principal plane.
Prof. Yash Parikh
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Types of Planes
(II) Oblique Plane :
Here Planes are inclined to both the reference planes.
Projections of such planes are drawn in three stages.
Prof. Yash Parikh
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Various Positions of Perpendicular Planes
(a) Plane is Perpendicular to V.P. & Parallel to H.P.
Prof. Yash Parikh
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Various Positions of Perpendicular Planes
(b) Plane is Perpendicular to H.P. & Parallel to V.P.
Prof. Yash Parikh
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Various Positions of Perpendicular Planes
(c) Plane is Perpendicular to both H.P. & V.P.
Prof. Yash Parikh
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Various Positions of Perpendicular Planes
(d) Plane is inclined to H.P. & Perpendicular to V.P.
Prof. Yash Parikh
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Various Positions of Perpendicular Planes
(e) Plane is inclined to V.P. & Perpendicular to H.P.
Prof. Yash Parikh