SECTIONS OF SOLIDS Part I

Slides:



Advertisements
Similar presentations
DEVELOPMENT OF SURFACES OF SOLIDS.
Advertisements

SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
EXERCISES: PROJECTIONS OF STRAIGHT LINES
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
Development of Surfaces.
PROJECTIONS OF PLANES Prof.T.JEYAPOOVAN
PROJECTIONS OF PLANES 1.POSSIBLE POSITIONS A.With Respect to H.P. Parallel to the H.P. Perpendicular to the H.P. Inclined to the H.P. B.With Respect to.
H H D D D ISOMETRIC DRAWING TYPICAL CONDITION. L L H
It is therefore drawn in the Front View
Problem: A vertical cone, base diameter 75 mm and axis 100 mm long,
PROJECTIONS OF SOLIDS Part I
PERSPECTIVE PROJECTION Prof.T.JEYAPOOVAN Department of Mechanical Engineering Hindustan Institute of Technology and Science Chennai , India
DEVELOPMENT OF SURFACES Part II
ISOMETRIC PROJECTION Part II
Section Plane Through Apex Section Plane Through Generators Section Plane Parallel to end generator. Section Plane Parallel to Axis. Triangle Ellipse Parabola.
Design and Communication Graphics
1.SECTIONS OF SOLIDS. 2.DEVELOPMENT. 3.INTERSECTIONS. ENGINEERING APPLICATIONS OF THE PRINCIPLES OF PROJECTIONS OF SOLIDES. STUDY CAREFULLY THE ILLUSTRATIONS.
PROJECTIONS OF STRAIGHT LINES Part II Prof.T.JEYAPOOVAN Department of Mechanical Engineering Hindustan Institute of Technology and Science Chennai ,
Isometric Projection Prepared by Guided By
SOLIDS To understand and remember various solids in this subject properly, those are classified & arranged in to two major groups. Group A Solids having.
Projection of Planes Plane figures or surfaces have only two dimensions, viz. length & breadth. They do not have thickness. A plane figure, extended if.
PROJECTIONS OF SOLIDS & SECTIONS OF SOLIDS
SECTIONS OF SOLIDS Part I Prof.T.JEYAPOOVAN Department of Mechanical Engineering Hindustan Institute of Technology and Science Chennai , India
SOLIDS To understand and remember various solids in this subject properly, those are classified & arranged in to two major groups. Group A Solids having.
SECTIONS OF SOLIDS. ENGINEERING APPLICATIONS OF THE PRINCIPLES OF PROJECTIONS OF SOLIDS.
Divide into meridian sections – Gore development
F.V. and S.V.of an object are given. Draw it’s isometric view.
Projection of Solid Guided By Prepared by Prof. Utsav Kamadiya
Isometric Projection of Solid By Alok kumar testing CIPET - Hajipur
Learning Outcomes 1. Develop and interpret the projection of regular solids like Cone, Pyramid, Prism and Cylinder.
PROJECTIONS OF SOLIDS Part II Prof.T.JEYAPOOVAN Department of Mechanical Engineering Hindustan Institute of Technology and Science Chennai , India.
PROJECTIONS OF POINTS & LINES Part I
Draw the oblique view 20 H 40 R20  15  H1 L1.
PRESENTATION ON INTERSECTION OF SOLIDS by Mr.Venkata Narayana Mr.A.S.Pavan Kumar Department of Mechanical Engineering SNIST.
DEVELOPMENT OF SURFACES Part I Prof.T.JEYAPOOVAN Department of Mechanical Engineering Hindustan Institute of Technology and Science Chennai , India.
SECTIONS OF SOLIDS Part II
(1) Prism: It is a polyhedra having two equal and similar faces called its ends or bases, parallel to each other and joined by other faces which are rectangles.
Sections of Solids ME 111 Engineering Drawing. Sectional Views The internal hidden details of the object are shown in orthographic views by dashed lines.
Isometric Projections
SECTIONS OF SOLIDS. DEVELOPMENT. INTERSECTIONS.
Development of surfaces
STANDING ON H.P On it’s base. RESTING ON H.P On one point of base circle. LYING ON H.P On one generator. (Axis perpendicular.
Intersection of Solids
Solid Cylinder cut at an angle
Design and Communication Graphics
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
EXERCISES: PROJECTIONS OF STRAIGHT LINES
Visit for more Learning Resources
An object ( here a solid ) is cut by some imaginary cutting plane
Divide into meridian sections – Gore development
SOLID GEOMETRY.
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
Auxiliary Views & Development
Projection of PLANE.
An object ( here a solid ) is cut by some imaginary cutting plane
SECTIONS OF SOLIDS. DEVELOPMENT. INTERSECTIONS.
Section of Solids Hareesha N Gowda Lecturer
PERSPECTIVE PROJECTIONS Mr. Y.MuraliKrishna M.Tech Department of Mechanical Engineering Geethanjali Institute of Science & Technology Nellore , A.P,
UNIT – III Syllabus (a) Projection of planes: Introduction, types of planes, projection of planes, projection of planes perpendicular to both the reference.
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
UNIT – IV (a) Development of surfaces: Introduction, methods of development, development of lateral surfaces of right solids, cube, prisms, cylinders,
SECTIONS OF SOLIDS Chapter 15
C.R.ENGINEERING COLLEGE
C.R.ENGINEERING COLLEGE
TRUE LENGTH (T.L.) AND TRUE INCLINATION (T.I.)
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
SOLIDS Group A Group B Cylinder Cone Prisms Pyramids
Projections of Solids Mohammed Umair Hamid
Development of surfaces
H H D D D ISOMETRIC DRAWING TYPICAL CONDITION. L L H
Presentation transcript:

SECTIONS OF SOLIDS Part I

SECTION OF A SOLID When a plane cuts a solid, the cut portion is removed and the section with new corners are obtained on the sides or edges of the solid. These points are connected in the projections and joined in proper sequence to show the section in that view. The cutting plane is same as the one discussed in Projections of Planes and are represented by their traces.

To draw Sections Draw the projections of the solid, then draw the trace of the cutting plane. Carefully mark the new corners on the edges cut by the cutting plane, then project them to the other view. Cutting plane will be in one of the following positions inclined to HP and perpendicular to VP inclined to VP and perpendicular to HP perpendicular to both HP and VP perpendicular to HP and parallel to VP perpendicular to VP and parallel to HP

Example 1: A square prism of base side 30 mm and axis length 60 mm is resting on HP on one of its bases, with a base side inclined at 25° to VP. It is cut by a plane inclined at 40° to HP and perpendicular to VP and is bisecting the axis of the prism. Draw its front view, sectional top view and true shape of section. Draw the TV and project the FV of the prism. Draw the trace of the cutting plane at 40º to XY. Mark the new corners in FV and project them to TV to get apparent section. Draw new reference line X1Y1 and use the distance of new corners in TV from XY and mark from X1Y1 , then join them to get the true shape of section.

Example 2: A square pyramid of base side 30 mm and axis length 60 mm is resting on HP on its base with one side of base inclined at 30° to VP. It is cut by a plane inclined at 45° to HP and perpendicular to VP and passes through the axis at a distance 25 mm from the apex. Draw its front view, sectional top view and true shape of the section. Draw the TV and project the FV of the pyramid. Draw the trace of the cutting plane at 45º to XY. Mark the new corners in FV and project them to TV to get apparent section. Draw new reference line X1Y1 and use the distance of new corners in TV from XY and mark from X1Y1 , then join them to get the true shape of section.

Example 3: A cylinder of base diameter 40 mm and axis length 55 mm is resting on HP on its base. It is cut by a plane inclined at 45° to HP and perpendicular to VP. The plane is passing through a point on the circumference of the top base. Draw its front view, sectional top view, and true shape of section. Draw TV and project FV of the cylinder. Draw the trace of cutting plane at 45º to XY. Mark the new corners in FV, then project them to TV to get apparent section. Draw new reference line X1Y1 and use the distance of new corners in TV from XY and mark from X1Y1 , then join them to get true shape of section as an ellipse.

Mark the new corners in FV and project them to TV to get Example 4: A cone of base diameter 65 mm and axis length 75 mm, resting on HP on its base is cut by a plane inclined at 45° to HP and perpendicular to VP, passing through a point 35 mm below the apex. Draw the front view and sectional top view and true shape of this section. Draw TV and project FV of the cone. Draw the trace of the cutting plane at 45º to XY. Mark the new corners in FV and project them to TV to get apparent section. Draw new reference line X1Y1 and use the distance of new corners in TV from XY and mark from X1Y1 , then join them to get the true shape of section as an ellipse.

Mark the new corners in FV and project them to TV. Example 5: A square prism of base side 45 mm and axis length 90 mm, stands on the HP with its axis vertical, such that its faces are equally inclined to the VP. The prism is cut by a plane, perpendicular to VP inclined at 60º to the HP and passing through the point on the axis of the prism 65 mm above HP. Draw its front view, sectional top view and true shape of section. Draw the TV and project FV of the prism. Draw trace of the cutting plane at 60º to XY. Mark the new corners in FV and project them to TV. Draw new reference line X1Y1 and use the distance of new corners in TV from XY and mark from X1Y1 , then join them to get the true shape of section.

Tips to draw Sections Draw the projections of the solid, then draw the trace of the cutting plane. Carefully mark the new corners on the edges cut by the cutting plane, then project them to the other view. When a solid is resting on HP on its base and the cutting plane passes through a base in front view, then two points will be obtained on that base, the point in the front and behind are coinciding and are marked clearly in top view.

REFERENCE BOOKS Jeyapoovan T, “Lesson Plans for Engineering Graphics”, 2010, Vikas Publishing House Pvt Ltd, New Delhi. Jeyapoovan T, “Engineering Drawing and Graphics”, 2011, Vikas Publishing House Pvt Ltd, New Delhi.

Thank You