1
GATE ME 2011
MCQ (Single Correct Answer)
+2
-0.6
The temperature and pressure of air in a large reservoir are $$400$$ $$K$$ and $$3$$ bar respectively. A converging diverging nozzle of exit area $$0.005{m^2}$$ is fitted to the wall of the reservoir as shown in the figure. The static pressure of air at the exit section for isentropic flow through the nozzle is $$50$$ $$kPa.$$ The characteristic gas constant and the ratio of specific heats of air are $$0.287$$ $$kJ/kgK$$ and $$1.4$$ respectively. GATE ME 2011 Thermodynamics - First Law of Thermodynamics Question 14 English

The density of air in $$kg/{m^3}$$ at the nozzle exit is

A
$$0.560$$
B
$$0.600$$
C
$$0.727$$
D
$$0.800$$
2
GATE ME 2011
MCQ (Single Correct Answer)
+2
-0.6
The temperature and pressure of air in a large reservoir are $$400$$ $$K$$ and $$3$$ bar respectively. A converging diverging nozzle of exit area $$0.005{m^2}$$ is fitted to the wall of the reservoir as shown in the figure. The static pressure of air at the exit section for isentropic flow through the nozzle is $$50$$ $$kPa.$$ The characteristic gas constant and the ratio of specific heats of air are $$0.287$$ $$kJ/kgK$$ and $$1.4$$ respectively. GATE ME 2011 Thermodynamics - First Law of Thermodynamics Question 13 English

The mass flow rate of air through the nozzle in $$kg/s$$ is

A
$$1.30$$
B
$$1.77$$
C
$$1.85$$
D
$$2.06$$
3
GATE ME 2011
MCQ (Single Correct Answer)
+1
-0.3
The contents of a well-insulated tank are heated by a resistor of $$23\Omega $$ in which $$10A$$ current is flowing. Consider the tank along with its contents as a thermodynamic system. The work done by the system and the heat transfer to the system are positive. The rates of heat $$(Q),$$ work $$(W)$$ and change in internal energy $$\left( {\Delta U} \right)$$ during the process in $$kW$$ are
A
$$Q=0, W=-2.3,$$ $$\Delta U = + 2.3$$
B
$$Q = + 2.3,\,\,W = 0,\,\,\Delta U = + 2.3$$
C
$$Q = - 2.3,\,\,W = 0,\,\,\Delta U - 2.3$$
D
$$Q = 0\,\,W = + 2.3,\,\,\Delta U - 2.3$$
4
GATE ME 2011
MCQ (Single Correct Answer)
+1
-0.3
A pump handling a liquid raises its pressure from $$1$$ bar to $$30$$ $$bar.$$ Take the density of the liquid as $$990$$ $$kg/{m^3}$$. The isentropic specific work done by the pump in $$kJ/kg$$ is
A
$$0.10$$
B
$$0.30$$
C
$$2.50$$
D
$$2.93$$
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