ME-602 · Machine Component and Design/Unsolved PYQ Paper
ME-602 Machine Component Design - Jun 2026 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 MarksaDiscuss design considerations for fatigue loading in machine elements.
How to answer
- Define fatigue loading and S-N / endurance limit concept
- List design considerations: stress concentration, surface finish, size, reliability, temperature
- Explain safety factors and modification factors
- Discuss material selection and preventive measures
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7 MarksbExplain fluctuating stresses and discuss Goodman, Modified Goodman with neat diagrams.
How to answer
- Define fluctuating / repeated stresses with mean and amplitude
- Explain Goodman line diagram and equation
- Explain Modified Goodman diagram with yield limit
- Compare applications with neat sketches
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7 MarksaExplain the design procedure of shafts subjected to combined bending and torsion.
How to answer
- State bending and torsional moment effects on shaft
- Derive equivalent bending and equivalent torque using max shear / max normal theory
- Give design steps: power-torque, bending moment, shock factors, diameter
- Mention ASME code factors and check for rigidity
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7 MarksbA solid steel shaft transmits $75\ \text{kW}$ power at $300\ \text{rpm}$. The shaft is subjected to a bending moment of $4\ \text{kN}\cdot\text{m}$ due to pulley loads and a torque due to power transmission. The allowable shear stress for the shaft material is $50\ \text{MPa}$. Using the maximum shear stress theory, determine the required diameter of the shaft.
How to answer
- Calculate torque from $P = 2\pi N T/60$
- Given bending moment $M = 4\ \text{kN}\cdot\text{m}$ and allowable shear $50\ \text{MPa}$
- Apply maximum shear stress theory: $T_{eq} = \sqrt{M^2+T^2}$
- Solve $T_{eq} = (\pi/16) d^3 \tau_{allow}$ for diameter d
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7 MarksaExplain fatigue loading in springs and discuss spring failure.
How to answer
- Define fatigue / fluctuating loading in springs
- Explain causes of spring failure: overloading, corrosion, resonance, defects
- Discuss stress concentration and endurance considerations
- Suggest remedial design and material aspects
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7 MarksbA close-coiled helical spring made of steel wire of diameter $12\ \text{mm}$ has a mean coil diameter of $96\ \text{mm}$ and $10$ active coils. The spring is subjected to an axial load of $1200\ \text{N}$. Determine the maximum shear stress and deflection of the spring. Take modulus of rigidity $G = 80\ \text{GPa}$.
How to answer
- Compute spring index $C = D/d$ and Wahl factor $K$
- Calculate maximum shear stress $\tau = K \cdot 8PD/(\pi d^3)$
- Calculate deflection $\delta = 8PD^3n/(Gd^4)$
- Substitute $d=12\ \text{mm}, D=96\ \text{mm}, n=10, P=1200\ \text{N}, G=80\ \text{GPa}$
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7 MarksaExplain the design of single plate and multi-plate clutches.
How to answer
- Define single-plate and multi-plate clutches
- Explain construction and torque transmission formula
- Discuss uniform pressure vs uniform wear theory
- Compare applications and design steps
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7 MarksbA band brake acts on a drum of diameter $600\ \text{mm}$ rotating at $250\ \text{rpm}$ and absorbs $20\ \text{kW}$ power. The coefficient of friction between the band and the drum is $0.3$, and the angle of contact is $210^\circ$. Determine the tensions in the tight side and slack side of the band.
How to answer
- Calculate braking power and tangential force from $P = (T1-T2)v$
- Use capstan relation $T1/T2 = e^{\mu\theta}$ with $\theta=210^\circ$
- Solve for tight-side tension T1 and slack-side tension T2
- Check units: drum dia 600 mm, 250 rpm, mu=0.3
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7 MarksaExplain the design procedure of journal bearings.
How to answer
- Define journal bearing and hydrodynamic lubrication
- List design parameters: L/D, clearance, lubricant, Sommerfeld number
- Give step-by-step design procedure with checks
- Mention heat balance and material selection
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7 MarksbCompare journal bearings and rolling contact bearings with suitable examples.
How to answer
- Define journal (sliding) vs rolling contact bearings
- Compare on friction, load capacity, speed, life, maintenance
- Give suitable examples of each type
- Summarize selection criteria in table
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7 MarksaCompare helical, leaf, and torsion springs with suitable examples.
How to answer
- Define helical, leaf and torsion springs with sketches
- Compare on construction, load type, energy storage
- Give applications: suspension, automobile, hinges
- Summarize differences in table
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7 MarksbExplain friction materials used in brakes and clutches with their properties.
How to answer
- List friction material types: asbestos, sintered metal, cermet, organic
- Explain required properties: high mu, heat resistance, wear resistance
- Discuss selection for brakes vs clutches
- Give examples of applications
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7 MarksaExplain the design of shafts subjected to axial load and dynamic loading.
How to answer
- Explain axial and dynamic / shock loading effects on shaft
- Discuss combined stress and fatigue factors
- Give design steps with shock and fatigue factors
- Mention ASME procedure and checks
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MarksbDiscuss Soderberg, and Gerber criteria with neat diagrams.
How to answer
- Define Soderberg and Gerber fatigue criteria
- Draw neat mean vs alternating stress diagrams
- Write equations for each criterion
- Discuss applications and conservatism
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14 MarksWrite short notes on any two:
- (a))S-N Curve
- (b))Design of power screw
- (c))Design of rope brake.
- (d))Reynolds equation in journal bearings.
How to answer
- For chosen topics define key terms and formulas
- Explain design steps / theory with sketches
- Give applications and influencing factors
- Conclude with significance in machine design
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