Fin d th e chang e i n th e interna l energ y o f on e mol e o f a
monatomic ideal gas in an isobaric expansion at 1 atm from a volume
of 5m 3
t o a volume of 10m3
. y for a monatomi c idea l gas is 5/3 .
Tw o mole s o f a monatomi c idea l ga s ar e a t a temperatur e o f
300 K. Th e ga s expand s reversibl y an d isothermall y t o twic e it s
original volume . Calculat e th e wor k don e b y th e gas , th e hea t
supplied an d th e chang e in the interna l energy .
Heat and work are
A-state variable
B-state function
C-intensive properties
D-system propertiesProperties of substances like pressure, temperature and density, in thermodynamics are
A. path functions
B. state functions
C. real functions
D. state variable
Derive Clausius-Clapeyron equation. Explain why the boiling point of water increases with increasing pressure.
The mean speed of the molecules of an ideal gas is 2.0*10^3 ms^-1 . The radius of a gas molecule is 1.5*10^-10m. Calculate the (i) collision frequency, and (ii) mean free path. It is given that n=4*10^24m^-3 .
The expression for the number of molecules in a Maxwellian gas having speeds in
the range v to v + dv is
dNV=4(3.14)N((M/(2(3.14)kBT))3/2 V2 exp[-(mv2/2kBT)]dV)
Using this relation, obtain an expression for average speed. Also, plot Maxwellian
distribution function versus speed at three different temperatures.
An iron has a power of 1000 W. How much energy will it electrically transfer each second?
1) The most sensitive thermometer is.....
2) Modern thermometer is based on the expansion and contraction of.....