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Third Semester Mechanical Engineering
ENGINEERING THERMO DYNAMICS (ME 2202)
1. What do you understand by pure substance?
A pure substance is defned as one that is homogeneous and invariable
in
chemical composition throughout its mass.
2. Defne thermodynamic system.
A thermodynamic system is defned as a quantity o matter or a region
in space,
on hich the analysis o the problem is concentrated.
!. "ame the di#erent types o system.
1. $losed system %only energy transer and no mass transer&
2. 'pen system %(oth energy and mass transer&
!. )solated system %"o mass and energy transer&
*. Defne thermodynamic equilibrium.
) a system is in +echanical, hermal and $hemical -quilibrium then
the system
is in thermodynamically equilibrium. %or&
) the system is isolated rom its surrounding there ill be no change inthe
macroscopic property, then the system is said to eist in a state o
thermodynamic equilibrium.
/. What do you mean by quasi0static process?
-quilibrium state
uasi0static process
)nfnite sloness is the characteristic eature o a quasi0static process.
A quasistatic process is that a succession o equilibrium states. A
quasi0static process is also called as reversible process.
. Defne 3ath unction.
he or4 done by a process does not depend upon the end o the
process. )t
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depends on the path o the system ollos rom state 1 to state 2.
5ence or4 is
called a path unction.
6. Defne point unction.
hermodynamic properties are point unctions. he change in a
thermodynamic
property o a system is a change o state is independent o the path
and depends
only on the initial and fnal states o the system.
7. "ame and eplain the to types o properties.
he to types o properties are intensive property and etensive
property.
Intensive Property: )t is independent o the mass o the system.
E!"p#e:
pressure, temperature, specifc volume, specifc energy, density.
Etensive Property: )t is dependent on the mass o the system.
E!"p#e:
8olume, energy. ) the mass is increased the values o the etensive
propertiesalso increase.
9. -plain homogeneous and heterogeneous system.
he system consist o single phase is called homogeneous system and
the system consist o more than one phase is called heterogeneous
system.
1:. What is a steady ;o process?
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surroundings. here is no mass transer and energy transer. According
to frst
la o thermodynamics as d = d> dW@ d> = d dW@ d = :, dW
= :,
here ore d> = : by integrating the above equation > = constant,
thereore the
internal energy is constant or isolated system.
12. )ndicate the practical application o steady ;o energy equation.
1. urbine, 2. "oBBle, !. $ondenser, *. $ompressor.
1!. Defne system.
)t is defned as the quantity o the matter or a region in space upon
hich e
ocus attention to study its property.
1*. Defne cycle.
)t is defned as a series o state changes such that the fnal state is
identical ith
the initial state.
1/.
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When to systems are separately in thermal equilibrium ith a third
system then
they themselves are in thermal equilibrium ith each other.
2:. What are the limitations o frst la o thermodynamics?
1. According to frst la o thermodynamics heat and or4 are
mutually
convertible during any cycle o a closed system. (ut this la does not
speciy the possible conditions under hich the heat is converted into
or4.
2. According to the frst la o thermodynamics it is impossible to
transer
heat rom loer temperature to higher temperature.
!. )t does not give any inormation regarding change o state or
hether the
process is possible or not.
*. he la does not speciy the direction o heat and or4.
21. What is perpetual motion machine o frst 4ind?
)t is defned as a machine, hich produces or4 energy ithout
consuming anequivalent o energy rom other source. )t is impossible to obtain in
actual
practice, because no machine can produce energy o its on ithout
consuming
any other orm o energy.
22. Defne $lausius statement.
)t is impossible or a sel0acting machine or4ing in a cyclic process, to
transer
heat rom a body at loer temperature to a body at a higher
temperature ithout
the aid o an eternal agency.
2!. What is 3erpetual motion machine o the second 4ind?
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A heat engine, hich converts hole o the heat energy into
mechanical or4 is
4non as 3erpetual motion machine o the second 4ind.
2*. Defne elvin 3lanc4
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he miing o to substances and combustion also leads to
irreversibility. All
spontaneous process is irreversible.
!1. -plain entropy?
)t is an important thermodynamic property o the substance. )t is the
measure o
molecular disorder. )t is denoted by
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he entropy o an isolated system can never decrease. )t alays
increases and
remains constant only hen the process is reversible. his is 4non as
principle
o increase in entropy or entropy principle.
!6. What are the important characteristics o entropy?
1. ) the heat is supplied to the system then the entropy ill increase.
2. ) the heat is reFected to the system then the entropy ill decrease.
!. he entropy is constant or all adiabatic rictionless process.
*. he entropy increases i temperature o heat is loered ithout or4
being done as in throttling process.
/. ) the entropy is maimum, then there is a minimum availability or
conversion in to or4.
. ) the entropy is minimum then there is a maimum availability or
conversion into or4.
!7. What is reversed carnot heat engine? What are the limitations o
carnot cycle?
1. "o riction is considered or moving parts o the engine.
2. here should not be any heat loss.!9. Why Gan4ine cycle is modifed?
he or4 obtained at the end o the epansion is very less. he or4 is
too
inadequate to overcome the riction. hereore the adiabatic epansion
is
terminated at the point beore the end o the epansion in the turbine
and pressure decreases suddenly, hile the volume remains constant.
*:. "ame the various vapour poer cycle.
$arnot cycle and Gan4ine cycle.
*1. Defne eEciency ration.
he ratio o actual cycle eEciency to that o the ideal cycle eEciency is
termed
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as eEciency ratio.
*2. Defne overall eEciency.
)t is the ratio o the mechanical or4 to the energy supplied in the uel.
)t is also
defned as the product o combustion eEciency and the cycle
eEciency.
*!. Defne specifc steam consumption o an ideal Gan4ine cycle.
)t is defned as the mass ;o o steam required per unit poer output.
**. "ame the di#erent components in steam poer plant or4ing on
Gan4ine cycle. (oiler, urbine, $ooling oer or $ondenser and 3ump.
*/. What are the e#ects o condenser pressure on the Gan4ine $ycle?
(y loering the condenser pressure, e can increase the cycle
eEciency. he
main disadvantage is loering the bac4 pressure in rease the etness
o steam.
)sentropic compression o a very et vapour is very diEcult.
*. +ention the improvements made to increase the ideal eEciency o
Gan4ine cycle.
1. Hoering the condenser pressure.2.
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*9. What are the advantages o reheat cycle?
1. )t increases the turbine or4.
2. )t increases the heat supply.
!. )t increases the eEciency o the plant.
*. )t reduces the ear on the blade because o lo moisture content in
H3 state o the turbine.
/:. Defne latent heat o evaporation or -nthalpy o evaporation.
he amount o heat added during heating o ater up to dry steam
rom boiling
point is 4non as Hatent heat o evaporation or enthalpy o
evaporation.
/1. -plain the term super heated steam and super heating.
he dry steam is urther heated its temperature raises, this process is
called as
superheating and the steam obtained is 4non as superheated steam.
/2. -plain heat o super heat or super heat enthalpy.
he heat added to dry steam at 1::o$ to convert it into super heated
steam at the temperature sup is called as heat o superheat or super
heat enthalpy./!. -plain the term critical point, critical temperature and critical
pressure.
)n the 0< diagram the region let o the aterline, the ater eists as
liquid. )n
right o the dry steam line, the ater eists as a super heated steam.
)n beteen
ater and dry steam line the ater eists as a et steam. At a
particular point, the ater is directly converted into dry steam ithout
ormation o et steam. he point is called critical point. he critical
temperature is the temperature above hich a substance cannot eist
as a liquid, the critical temperature o ater is !6*.1/o$. he
corresponding pressure is called critical pressure.
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/*. Defne dryness raction %or& What is the quality o steam?
)t is defned as the ratio o mass o the dry steam to the mass o the
total steam.
//. Defne enthalpy o steam.
)t is the sum o heat added to ater rom reeBing point to saturation
temperature
and the heat absorbed during evaporation.
/. 5o do you determine the state o steam?
) 8Ivg then super heated steam, 8= vg then dry steam and 8J vg then
et steam.
/6. Defne triple point.
he triple point is merely the point o intersection o sublimation and
vapourisation curves.
/7. Defne heat o vapourisation.
he amount o heat required to convert the liquid ater completely
into vapour
under this condition is called the heat o vapourisation.
/9. -plain the terms, Degree o super heat, degree o sub0cooling.
he di#erence beteen the temperature o the superheated vapourand the
saturation temperature at the same pressure. he temperature
beteen the saturation temperature and the temperature in the sub
cooled region o liquid.
:. What is the purpose o reheating?
he purpose o reheating is to increase the dryness raction o the
steam passing
out o the later stages o the turbine.
1. Defne )deal gas.
)t is defned as a gas having no orces o intermolecular attraction.
hese gases
ill ollo the gas las at all ranges o pressures and temperatures.
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2. Defne Geal gas.
)t is defned, as a gas having the orces o attraction beteen
molecules tends to
be very small at reduced pressures and elevated temperatures.
!. What is equation o state?
he relation beteen the independent properties such as pressure,
specifc volume and temperature or a pure substance is 4non as the
equation o state.
*.
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9. -plain DaltonKs la o partial pressure.
he pressure o a miture o gases is equal to the sum o the partial
pressures o
the constituents. he partial pressure o each constituent is that
pressure hich
the gas ould epect i it occupied alone that volume occupied by the
mitures at
the same temperatures. m = mAm(m$LL. = Mmi
mi = mass o the constituent.
3=3A3(3$LL. = M3i, 3i the partial pressure o a constituent.
6:.
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he total pressure eerted in a closed vessel containing a number o
gases is equl to the sum o the pressures o each gas and the volume
o each gas equal to the volume o the vessel.
6/. 5o does the 8ander WaalKs equation di#er rom the ideal gas
equation o state?
he ideal gas equation p8=mG has to important assumptions,
1. here is little or no attraction beteen the molecules o the gas.
2. hat the volume occupied by the molecules themselves is negligibly
small
compared to the volume o the gas. his equation holds good or lo
pressure and high temperature ranges as the intermolecular attraction
and
the volume o the molecules are not o much signifcance.
As the pressure increases, the inter molecular orces o attraction and
repulsion
increases and the volume o the molecules are not negligible. he real
gas deviate considerably rom the ideal gas equation
Op%aP82&Q%80b& = G
6. What is humidifcation and dehumidifcation?he addition o ater vapour into air is humidifcation and the removal
o ater
vapour rom air is dehumidifcation.
66. Di#erentiate absolute humidity and relative humidity.
Absolute humidity is the mass o ater vapour present in one 4g o dry
air.
Gelative humidity is the ratio o the actual mass o ater vapour
present in one 4g o dry air at the given temperature to the maimum
mass o ater vapour it can ith hold at the same temperature.
Absolute humidity is epressed in terms o 4gP4g o dry air. Gelative
humidity is epressed in terms o percentage.
67. What is e#ective temperature?
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he e#ective temperature is a measure o eeling armth or cold to
the human
body in response to the air temperature, moisture content and air
motion. ) the
air at di#erent D( and G5 condition carries the same amount o heat
as the heat carried by the air at temperature and 1::R G5, then the
temperature is
4non as e#ective temperature.
69. Gepresent the olloing psychrometric process using s4eleton
psychrometric
chart? a& $ooling and dehumidifcation, b& -vaporative cooling.
7:. Defne Gelative humidity.
)t is defned as the ratio o partial pressure o ater vapour %p& in a
miture to the
saturation pressure %ps& o pure ater at the same temperature o
miture.
71. Defne specifc humidity.
)t is defned as the ratio o the mass o ater vapour %m s& in a given
volume to themass o dry air in a given volume %ma&.
72. Defne degree o saturation.
)t is the ratio o the actual specifc humidity and the saturated specifc
humidity at
the same temperature o the miture.
7!. What is de point temperature?
he temperature at hich the vapour starts condensing is called de
point
temperature. )t is also equal to the saturation temperature at the
partial pressure o ater vapour in the miture. he de point
temperature is an indication o
specifc humidity.
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7*. What is meant by dry bulb temperature %D(&?
he temperature recorded by the thermometer ith a dry bulb. he dry
bulb
thermometer cannot a#ected by the moisture present in the air. )t is
the measure
o sensible heat o the air.
7/. What is meant by et bulb temperature %W(&?
)t is the temperature recorded by a thermometer hose bulb is
covered ith
cotton ic4 %et& saturated ith ater. he et bulb temperature may
be the
measure o enthalpy o air. W( is the loest temperature recorded by
moistened bulb.
7. Defne de point depression.
)t is the di#erence beteen dry bulb temperature and de point
temperature o air vapour miture.
76. What is meant by adiabatic saturation temperature %or&
thermodynamic et bulb temperature?
)t is the temperature at hich the outlet air can be brought intosaturation state by
passing through the ater in the long insulated duct %adiabatic& by the
evaporation o ater due to latent heat o vapourisation.
77. What is psychrometer?
3sychrometer is an instrument hich measures both dry bulb
temperature and et bulb temperature.
79. What is psychrometric chart?
)t is the graphical plot ith specifc humidity and partial pressure o
ater vapour
in y ais and dry bulb temperature along ais. he specifc volume o
miture,
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et bulb temperature, relative humidity and enthalpy are the
properties appeared
in the psychrometric chart.
9:. Defne sensible heat and latent heat.
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5elmholtB unction is the property o a system and is given by
subtracting the
product o absolute temperature %& and entropy %&.
5elmholtB unction = > &, enthalpy%5&, entropy %