Derive the expression for the efficiency of a Carnot cycle for an ideal gas. Hence,
obtain its value for a heat engine operating between fixed temperatures 600 K
and 300K.
Answer
If temperature of source is T and temperature of sink T' then efficiency is given
"\\eta=\\frac{w}{Q}\\\\=\\frac{Q-Q'}{Q}\\\\=1-\\frac{Q'}{Q}"
In form of temperature
"\\eta=1-\\frac{T'}{T}"
For given temperatures efficiency
"\\eta=1-\\frac{300}{600}\\\\=0.50"
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