Show that the thermal efficiency of the Carnot cycle in terms of the isentropic compression ratio ππ is given by π = 1 β (1 /(ππ) πβ1).Β
thermal efficiency:
"\ud835\udc52 = 1 \u2212 \\frac{1 }{\ud835\udc5f_\ud835\udc58^{\ud835\udc58\u22121}}"
"e=\\frac{work\\ done}{heat\\ supplied}"
for Isentropic Compression 4-1:
"e=1-\\frac{T_3}{T_2}"
"\\frac{T_3}{T_2}=(\\frac{V_2}{V_3})^{k-1}=(\\frac{1}{r_k})^{k-1}"
"\ud835\udc52 = 1 \u2212 \\frac{1 }{\ud835\udc5f_\ud835\udc58^{\ud835\udc58\u22121}}"
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