Thermodynamics Miscellaneous


  1. A solar collector receiving solar radiation at the rate of 0.6 kW/m2 transforms it to the internal energy of a fluid at an overall efficiency of 50%. The fluid heated to 350 K is used to run a heat engine which rejects heat at 313 K. If the heat engine is to deliver 2.5 kW power, the minimum area of the solar collector required would be









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    10. Given; Receiving solar radiation at the rate of 0.6 kW/m2

    Internal energy of fluid after absorbing solar radiation = 0.6 ×
    1
    kW / m2 = 0.3 kW / m2
    2

    ηengine = 1 -
    315
    = 0.1
    350

    0.1 =
    W
    Q1

    ∴ Q1 =
    2.5
    = 25 k W
    0.1

    Let A be minimum area of collector

    ∴ Q1 = 0.3 × A or 25 kW = 0.3 kW/m2
    or A =
    25
    = 83.33 m2
    0.3

    Correct Option: A

    10. Given; Receiving solar radiation at the rate of 0.6 kW/m2

    Internal energy of fluid after absorbing solar radiation = 0.6 ×
    1
    kW / m2 = 0.3 kW / m2
    2

    ηengine = 1 -
    315
    = 0.1
    350

    0.1 =
    W
    Q1

    ∴ Q1 =
    2.5
    = 25 k W
    0.1

    Let A be minimum area of collector

    ∴ Q1 = 0.3 × A or 25 kW = 0.3 kW/m2
    or A =
    25
    = 83.33 m2
    0.3


  1. For an ideal gas with constant values of specific heats, for calculation of the specific enthalpy,









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    it is sufficient to know only the temperature

    Correct Option: A

    it is sufficient to know only the temperature



  1. A mixture of ideal gases has the following composition by mass :
    N2 O2 CO2
    60% 30% 10%

    If the universal gas constant is 8314 J/kmolK, the characteristic gas constant of the mixture (in J/kgK) is _______.









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    Gas constant of mixture,

    Rm =
    Universal gas constant
    Average molar mass

    Rm =
    Universal gas constant
    Average molar mass

    Average molar mass =
    100
    = 30.233 kg/kmol
    60
    +
    30
    +
    10
    283244

    Rm =
    8314
    = 274.996 J/kg -K
    30.233

    Correct Option: A

    Gas constant of mixture,

    Rm =
    Universal gas constant
    Average molar mass

    Rm =
    Universal gas constant
    Average molar mass

    Average molar mass =
    100
    = 30.233 kg/kmol
    60
    +
    30
    +
    10
    283244

    Rm =
    8314
    = 274.996 J/kg -K
    30.233


  1. The internal energy of an ideal gas is a function of









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    temperature only

    Correct Option: D

    temperature only



  1. A frictionless piston-cylinder device contains a gas initially at 0.8 MPa and 0.015 m3. It expands quasistatically at constant temperature to a final volume of 0.030 m3. The work output (in kJ) during this process will be









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    W = P1V1 ln
    V2
    = 8.317 kJ
    V1

    Correct Option: A

    W = P1V1 ln
    V2
    = 8.317 kJ
    V1