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Derive the efficiency of air standard Otto cycle.
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written 2.5 years ago by | • modified 2.5 years ago |
1-2 Isentropic Compression
2-3 Constant Volume Heating
3-4 Isentropic Expansion
4-1 Constant Volume Heating
$$η_.otto ={\frac{Heat supplied-Heat rejected}{Heat supplied}} \\$$ $$ = \cfrac {m Cv (T3-T2) - m Cv (T4-T1)} {m Cv (T3-T2)}$$ $$=\cfrac{T3-T2-(T4-T1)}{T3-T2} \$$
$$=1-\frac{(T4-T1)}{T3-T2}\rightarrow \require{enclose} {\enclose{circle}{1}}\\ $$
Now,we have, Compression ratio, …