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A Text Book on Engineering Graphics - Central Board of Secondary ...

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ISOMETRIC PROJECTION<br />

Example 20 :<br />

Soluti<strong>on</strong> :<br />

1.3.4 CYLINDER AND CONE<br />

Example 21:<br />

Soluti<strong>on</strong>:<br />

Draw the isometric projecti<strong>on</strong> <strong>of</strong> frustum <strong>of</strong> pentag<strong>on</strong>al pyramid having l<strong>on</strong>ger<br />

base side 40 mm and shorter base side 30 mm with axis <strong>of</strong> 70 mm resting <strong>on</strong> its<br />

l<strong>on</strong>ger side base keeping <strong>on</strong>e <strong>of</strong> its base side parallel to the V.P. and nearer to the<br />

observer.<br />

Refer Fig. 1.20<br />

30<br />

HELPING FIGURE<br />

40<br />

HELPING FIGURE<br />

ENGINEERING GRAPHICS<br />

Fig 1.20<br />

Cylinder and c<strong>on</strong>e are the solids in which base is a circle. In our earlier class we have<br />

studied that the circle is drawn in isometric projecti<strong>on</strong> by different methods. We can use<br />

the "four centre method" or "circular arc method" to draw the circle in isometric<br />

projecti<strong>on</strong>. The cylinders and c<strong>on</strong>es are drawn with the same steps <strong>of</strong> prism and pyramids<br />

except <strong>on</strong>e additi<strong>on</strong>al step for drawing the circle.<br />

Let us draw some examples.<br />

Draw the isometric projecti<strong>on</strong> <strong>of</strong> a cylinder <strong>of</strong> diameter 40 mm and axial length <strong>of</strong><br />

70 mm lying <strong>on</strong> the H.P. keeping its axis parallel to H.P. and V.P. both.<br />

Refer Fig 1.21<br />

30º<br />

30<br />

ISOMETRIC PROJECTION<br />

30º<br />

40<br />

70<br />

F<br />

19

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