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Byju's Answer
Standard VII
Physics
Reading a Thermometer
The molar hea...
Question
The molar heat capacity C varies with temperature T as C =C_V +α T \lbrack α is cons†an t \rbrack.The relation between volume and temperature of a gas in given process is
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Q.
For an ideal gas equation of a process for which the heat capacity of the gas varies with temperature as C =
α
T
(
α
is a constant) is given by
Q.
For the case of an ideal gas , find the equation of the process (in the variables
T
,
V
) in which the molar heat capacity varies as
C
=
C
V
+
α
T
, where
α
is constant.
Q.
An ideal gas has a molar heat capacity at constant volume
C
V
. Find the molar heat capacity of this gas as a function of its volume
V
, if it undergoes a process
T
=
T
o
e
α
V
2
, where
T
o
and
α
are constants.
Q.
One mole of an ideal gas with heat capacity at constant pressure
C
p
undergoes the process
T
=
T
0
+
α
V
, where
T
0
and
α
are constants, T is temperature and V is volume of the gas. The specific heat capacity of the gas as a function of its volume is: (if
C
p
and
C
V
denote specific heat at constant pressure and constant volume respectively)
Q.
An ideal gas has a molar heat capacity
C
v
at constant volume. It undergoes a process given by
T
=
T
0
e
α
V
, where
T
0
and
α
are constants. Find the molar heat capacity of the gas as a function of
V
.
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