Page 33 - CITS - ED - Mechanical
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ENGINEERING DRAWING - CITS




           •  Draw a circle of diameter 40 mm, divide it into 12 equal parts and number them as 1,2.....12.
           •  Draw vertical projectors of sufficient length (more than 60 mm) from points 1,2.....12, such that the points 1 and
              11, 2 and 10, 3 and 9 etc lie on same vertical line.
           •  Mark the points A,B and C such that AB = BC = 30 mm. (Pitch of the helix)
           •  Divide AB into the same number (12) of equal parts as there are similar divisions in the circle.
           •  Draw horizontal lines from 0, 1',2'..... etc to intersect with the projections from 1,2,3 etc at points P , P , P ......
                                                                                                          3
                                                                                                    1
                                                                                                       2
              P .
               12
           •  Join the points P , P  etc with a smooth curve and form helix.
                             1
                                2
           •  Repeat the above procedure in portion BC and complete the helix for two revolutions.
           Exercise 2.15
           Construct a helical spring of 10 mm square.  Cross-section has an outside dia of 60 mm and pitch 30 mm.  Draw
           two pitches of the spring.  (Fig 4)

              Fig 4




























           •  To draw the spring with one pitch we have to draw four helixes.
           •  Helixes starting from A is to be drawn using procedure of the previous exercise with outside diameter 60 mm.
              For helix 'D' reproduce same thing at distance 10 mm above helix A (thickness of spring 10 mm).
           •  Follow the above said procedure complete two helixes B&C with inside diameter 40 mm.
           •  Repeat four more curves and complete the two pitches of the spring.
           Exercise 2.16

           On a cylindrical rod of dia 80 mm a square helical groove of depth 12 mm is cut forming square thread.  Assuming
           the pitch equal to 24 mm, draw 2 complete turns of the thread.  Find the helix angle.  Assume width/thickness of
           thread = depth of thread.  (Fig 5)
           Outside dia          =  80 mm
           Depth of thread      =  12 mm
           Pitch of thread      =  24 mm
           •  Starting from ABCD&E, draw four helixes using the method followed in the previous exercises and complete
              5 pitches by drawing parallel helical curves.
           •  Draw vertical lines such as PQ, RS, MN etc to represent the core of the all five pitches.
           •  Draw parallel lines EF and GH at any convenient distance.



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                                   CITS :Engineering Drawing (Mechanical) - Exercise 2
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