ME-603 (A) · Turbomachinery/Unsolved PYQ Paper
ME-603-A Turbo Machinery - May 2024 Question Paper
Under each question, How to answer lists the points an answer should cover, outlined by CampusPrep from the syllabus. Check the details against your textbook.
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7 MarksaExplain the application of the second law of thermodynamics to the turbo machines.
How to answer
- State second law in entropy / exergy form
- Application to steady flow turbomachines: irreversibility and losses
- Isentropic vs actual work, adiabatic efficiency
- Example: turbine/compressor T-s diagram
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7 MarksbDerive the moment of momentum and Euler turbine equation for turbo machine.
How to answer
- Consider control volume with angular momentum
- Moment of momentum about axis
- Euler turbine equation: $E = U_1V_{w1} \pm U_2V_{w2}$
- Sign convention for turbine / compressor
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14 MarksThe velocity of steam at inlet to a simple impulse turbine is $1000$ m/s and nozzle angle is $20^\circ$. The blade speed is $400$ m/s and the blades are symmetrical. Calculate blade angles, tangential force on blade, diagram power, axial thrust and diagram efficiency for a mass flow rate of $0.75$ kg/s. Neglect friction losses.
How to answer
- Draw inlet/outlet velocity triangles with $V_1=1000$ m/s, $\alpha_1=20^\circ$, $U=400$ m/s
- Symmetrical blades: $\beta_1=\beta_2$, no friction $V_{r1}=V_{r2}$
- Calculate $V_{w}$, $V_f$, tangential force $F=m(V_{w1}+V_{w2})$
- Diagram power $F\cdot U$, axial thrust, $\eta_d$
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7 MarksaDerive an expression for optimizing blade efficiency in an impulse steam turbine.
How to answer
- Blade efficiency expression in terms of $U, V_1, \alpha_1, \beta$ and friction factor
- Differentiate w.r.t. $U/V_1$ for maximum
- Condition $U/V_1 = \cos\alpha_1/2$ for optimum
- Maximum efficiency value
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7 MarksbExplain various losses in turbine.
How to answer
- Nozzle, blade friction, disc windage losses
- Leaving, leakage, mechanical losses
- Effect on T-s diagram and efficiency
- Brief means to reduce losses
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MarksaWhat is a draft tube? Explain the different types of draft tubes.
How to answer
- Definition and function of draft tube
- Pressure recovery at turbine exit
- Types: conical, elbow, Moody spreading
- Sketches and applications
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7 MarksbA Pelton wheel is to be designed for a head of $60$ m when running at $200$ r.p.m. The Pelton wheel develops $95.6475$ kW shaft power. The velocity of the buckets $= 0.45$ times the velocity of the jet, overall efficiency $= 0.85$ and coefficient of the velocity is equal to $0.98$.
How to answer
- Jet velocity $V = C_v\sqrt{2gH}$
- Bucket speed $U=0.45V$, wheel diameter from $U=\pi DN/60$
- Discharge from overall efficiency and shaft power
- Jet diameter and number of jets
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7 MarksaDefine the specific speed of a turbine. Derive an expression for the specific speed.
How to answer
- Definition of specific speed $N_s$
- Similarity laws: $P \propto N^3D^5$, $H \propto N^2D^2$
- Eliminate D to get $N_s = N\sqrt{P}/H^{5/4}$
- Significance for turbine selection
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7 MarksbWith the help of neat sketch discuss the main parts of a centrifugal pump.
How to answer
- Neat labelled sketch of centrifugal pump
- Impeller, casing, suction/delivery pipes
- Function of each main part
- Working flow path
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7 MarksaDescribe Surging and Choking in compressor.
How to answer
- Definition of surging: flow reversal and pressure fluctuation
- Causes and effects on compressor operation
- Definition of choking: sonic condition, max mass flow
- Characteristics on compressor map
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7 MarksbCompare the axial flow and centrifugal compressor.
How to answer
- Working principle: axial vs radial flow
- Pressure ratio, efficiency, size comparison
- Tabular comparison on construction and application
- Suitability for different duties
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7 MarksaWhat is a torque converter? Explain the working principle of a converter with the help of a neat sketch.
How to answer
- Definition of torque converter and components
- Neat sketch: pump, turbine, stator
- Working principle with oil circulation
- Torque multiplication and applications
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MarksbA hydraulic press has a ram of $200$ mm diameter and a plunger of $30$ mm diameter. It is used for lifting of $3$ kN. Find the force required at the plunger.
How to answer
- Pascal law: $F_1/A_1 = F_2/A_2$
- Areas from $D=200$ mm and $d=30$ mm
- Force at plunger for $3$ kN load
- Result in N
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14 MarksWrite short notes on any three of the following:
- a)Velocity and pressure compounding in steam turbines
- b)Degree of reaction of turbo machinery
- c)Various efficiencies of hydraulic turbines
- d)Governing of steam turbines
How to answer
- Select any three topics
- Definition, working / classification with sketch
- Key formulas / advantages / applications
- Brief conclusion for each note
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