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The crank radius of a single–cylinder I. C. engine is 60 mm and the diameter of the cylinder is 80 mm. The swept volume of the cylinder in cm3 is


1. 48
2. 96
3. 302
4. 603

1 Answer

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Correct Answer - Option 4 : 603

Concept:

The swept volume of the cylinder  is given by:
\(V_s = \frac \pi4× D^2× L\)

where D = diameter of cylinder and L = length of stroke

Length of the stroke is given by:

L = 2r

where r = crank radius

Calculation:

Given:

r = 60 mm, D = 80 mm

Length of the stroke (L) is:

L = 2r = 2 × 60 = 120 mm

Swept volume is

\(V_s = \frac \pi4× D^2× L = \frac{\pi }{4} × {80^2} × 120 = 603185.78~ mm^3=603.185\ c{m^3}\)

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