The cubic capacity of a four-stroke SI engine is 250 cc. The oversquar...
Calculating Compression Ratio of a Four-Stroke SI Engine
Given parameters:
- Cubic capacity (Vd) = 250 cc
- Oversquare ratio (r) = 1.2
- Clearance volume (Vc) = 30 cc
The compression ratio (CR) of an engine is the ratio of the total cylinder volume when the piston is at the bottom of the stroke (Vc + Vd) to the volume when the piston is at the top of the stroke (Vc + Vd/r). Mathematically,
CR = (Vc + Vd) / (Vc + (Vd/r))
Substituting the given values,
CR = (30 + 250) / (30 + (250/1.2))
CR = 280 / 230.83
CR = 1.214
Therefore, the compression ratio of the engine is 9.33 (approx).
Explanation:
- The cubic capacity of the engine (Vd) is given as 250 cc.
- The oversquare ratio (r) is given as 1.2. This means that the bore diameter is larger than the stroke length of the piston.
- The clearance volume (Vc) is given as 30 cc. This is the volume of the combustion chamber when the piston is at the top of its stroke.
- To calculate the compression ratio, we use the formula that relates the total cylinder volume at the bottom of the stroke to the volume at the top of the stroke.
- Substituting the given values in the formula, we get the compression ratio of the engine as 9.33 (approx).
- The compression ratio is an important parameter in the design of an engine as it affects the power output, fuel consumption, and emissions of the engine. A higher compression ratio generally leads to better performance but also increases the risk of knock and engine damage.