Last Updated On [03-11-2023]
Hot gas (ratio of specific heats, $\gamma=1.33$ ) at a temperature of $1450 \mathrm{~K}$ enters into an axial turbine and expands isentropically. Assume that the kinetic energy of the gas across the turbine is negligible. If the ratio of inlet to outlet pressures of the turbine is 9.5 , then the temperature (in $K$ ) of gas exiting the turbine is____________
Question ID - 155749 :- Hot gas (ratio of specific heats, $\gamma=1.33$ ) at a temperature of $1450 \mathrm{~K}$ enters into an axial turbine and expands isentropically. Assume that the kinetic energy of the gas across the turbine is negligible. If the ratio of inlet to outlet pressures of the turbine is 9.5 , then the temperature (in $K$ ) of gas exiting the turbine is____________
Hot gas (ratio of specific heats, $\gamma=1.33$ ) at a temperature of $1450 \mathrm{~K}$ enters into an axial turbine and expands isentropically. Assume that the kinetic energy of the gas across the turbine is negligible. If the ratio of inlet to outlet pressures of the turbine is 9.5 , then the temperature (in $K$ ) of gas exiting the turbine is____________
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The estimate of $\int_{0.5}^{15} \frac{\mathrm{d} x}{x}$ obtained using Simpson's rule with three-point function evaluation exceeds the exact value by
(A) 0.235
(B) 0.068
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(D) 0.012
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