Compression ratio of an internal combustion engine is defined as _______.

[VS = Swept volume, VC = Clearance volume]

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  1. \(\frac{{{V_c} + {V_s}}}{{{V_s}}}\)
  2. \(\frac{{{V_c}}}{{{V_s} + {V_c}}}\)
  3. \(\frac{{{V_c} + {V_s}}}{{{V_c}}}\)
  4. \(\frac{{{V_S}}}{{{V_c}}}\)

Answer (Detailed Solution Below)

Option 3 : \(\frac{{{V_c} + {V_s}}}{{{V_c}}}\)

Detailed Solution

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Explanation

Volume Ratio:

  • The ratio of larger volume to lesser volume during any process is known as the volume ratio of that process.
  • The volume ratio during the compression process is known as the compression ratio and the volume ratio during the expansion process is known as the expansion ratio.
  • Thus compression ratio is given by the ratio of volume before compression to volume after compression.

\(Compression~ratio\left( r \right) = \frac{{{V_1}}}{{{V_2}}} = \frac{{{V_c}\; +\; {V_s}}}{{{V_c}}}\)

F1 Ashik Madhu 14.08.20 D26         

26 June 1

  • The compression ratio of the petrol engine is approximately 6 to 10. As the compression ratio is low the petrol engine is lighter and cheaper.
  • A diesel engine has a compression ratio of approximately 15 to 20. As the compression ratio is high diesel engine is heavier and costlier.
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