Increasing the highest temperature
Decreasing the highest temperature
Increasing the lowest temperature
Keeping the lowest temperature constant
A. Increasing the highest temperature
Gauge pressure = Absolute pressure + Atmospheric pressure
Absolute pressure = Gauge pressure + Atmospheric pressure
Absolute pressure = Gauge pressure - Atmospheric pressure
Atmospheric pressure = Absolute pressure + Gauge pressure
τ²/ 2G × Volume of shaft
τ/ 2G × Volume of shaft
τ²/ 4G × Volume of shaft
τ/ 4G × Volume of shaft
Zeroth law of thermodynamics
First law of thermodynamics
Second law of thermodynamics
None of these
Coke
Wood charcoal
Bituminous coal
Briquetted coal
(Net work output)/(Workdone by the turbine)
(Net work output)/(Heat supplied)
(Actual temperature drop)/(Isentropic temperature drop)
(Isentropic increase in temperature)/(Actual increase in temperature)
Two isothermals and two isentropic
Two isentropic and two constant volumes
Two isentropic, one constant volume and one constant pressure
Two isentropic and two constant pressures
rγ - 1
1 - rγ - 1
1 - (1/r) γ/γ - 1
1 - (1/r) γ - 1/ γ
Plastic limit
Elastic limit
Yield point
Limit of proportionality
K₁ K₂
(K₁ + K₂)/ 2
(K₁ + K₂)/ K₁ K₂
K₁ K₂/ (K₁ + K₂)
Boyle's law
Charle's law
Gay-Lussac law
Joule's law
Joule (J)
Joule metre (Jm)
Watt (W)
Joule/metre (J/m)
Increase
Decrease
Remain unchanged
Increase/decrease depending on application
Two constant pressure
Two constant volume
Two isentropic
One constant pressure, one constant volume
Sum of two specific heats
Difference of two specific heats
Product of two specific heats
Ratio of two specific heats
Increases the internal energy of the gas and increases the temperature of the gas
Does some external work during expansion
Both (A) and (B)
None of these
Plasticity
Ductility
Elasticity
Malleability
Resilience
Proof resilience
Modulus of resilience
Toughness
0.4 radian
0.8 radian
1.6 radian
3.2 radian
Increase
Decrease
Remain same
Increase initially and then decrease
Its temperature will increase
Its pressure will increase
Both temperature and pressure will increase
Neither temperature nor pressure will increase
Its own length
Twice its length
Half its length
1/√2 × its length
30 MN/m²
50 MN/m²
100 MN/m²
200 MN/m²
Straight line formula
Eulers formula
Rankines formula
Secant formula
Its length is very small
Its cross-sectional area is small
The ratio of its length to the least radius of gyration is less than 80
The ratio of its length to the least radius of gyration is more than 80
(p2/p1)γ - 1/ γ
(p1/p2)γ - 1/ γ
(v2/v1)γ - 1/ γ
(v1/v2)γ - 1/ γ
Long
Medium
Short
None of these
Pressure
Volume
Temperature
Density
Two constant volume and two isentropic processes
Two constant pressure and two isentropic processes
Two constant volume and two isothermal processes
One constant pressure, one constant volume and two isentropic processes
Molecular mass of the gas and the gas constant
Atomic mass of the gas and the gas constant
Molecular mass of the gas and the specific heat at constant pressure
Molecular mass of the gas and the specific heat at constant volume
Maximum cycle temperature
Minimum cycle temperature
Pressure ratio
All of these