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The isothermal bulk modulus of a perfect gas at a normal Pressure is
isothermal bulk modulus B = P = $ 1.013 \times 10 ^ 5 N/m^2 $
An adiabatic Bulk modulus of an ideal gas at Pressure P is
an adiabatic bulk modulus $ B = \nu P $
What is an adiabatic Bulk mudulus of hydrogen gas at NTP? r = 1.4
an adiabatic bulk modulus $ B = 1.4 \times 1 \times 10 ^ 5 = 1.4 \times 10 ^5 N /m^2 $
If a quantity of heat 1163.4 J is supplied to one mole of nitrogen gas, at room temprature at constant pressure, then the rise in temperature is R = 8.31 J /m.l.k
$ dQ = \mu CpdT $
One mole of $O_2$ gas having a Volume equal to 22.4 liter at $ 0 ^\circ C $ and 1 atmosiheric Pressure is Compressed isothermally so that its volume reduces to 11.2 lites. The work done in this Process is
$ W = - \mu RT log e ( isothermally compressed) $
The Specific heat of a gas in an isothermal Process is
$ C_{iso} = { \triangle Q \over m \triangle T } = \infty $ $ [ \triangle T = 0 , , isothermal process]$
A Containes that suits the occurrence of an isothermal process should be made of
For isothermal process base is conductory
A thermodynamic Process in which temprature Tof the system remains constant through out Variable P and V may Change is called
An isothermal process is a thermodynamic process in which the temperature of the system remains constant. Even though the pressure (P) and volume (V) of the system may change, the temperature (T) stays the same throughout the process. This is typically achieved by ensuring that the system is in thermal equilibrium with an external heat reservoir.
When 1g of wates $ 0 ^\circ $ and $ 10 ^ 5 N / m^2 $ Pressure is Converted into ice of Volume $ 1.091 cm^3 $ the external work done be....... J.
$ W = P \triangle V $ (isothemal process)
The letent heat of Vaporisation of water is 2240 J/g If the work done in the Process of expansion of 1g is 168J. then increase in internal energy is ..........J
$ \triangle u = \triangle Q - \triangle w $
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