States of matter Flashcards
Atmospheric pressure is measured by
Sample pressure is measured by
Barometer
Manometer
Relation between atm, torr, Pa, bar, dynes
1 atm = 760 torr = 1.013*10^5 Pa , 1 bar = 0.987 atm
Which block defines 1 Kg
Pt - Ir alloy at sevres outside Paris
Boyle’s Law
Charles’ Law
Gay-Lussac Law
Avagadro Law
PV = constant V/T = constant P/T = constant V/n = constant
STP values
NTP values
SATP values
T = 273.15K P = 1 bar V = 22.7 lit/mol T = 273.15K P = 1 atm V = 22.4 lit/mol T = 298.15K P = 1 bar V = 24.7 lit/mol
Units of R ( universal gas constant) in
L - atm / K - mol
J / K - mol
- 0821
8. 314
Rate of diffusion proportionality
Temp , density , Molecular weight , Pressure , Velocity
Vapour Density ,Volume , moles , weight
Directly to Pre , vel , Vol , moles , root T
Inversely to root density , root Molecular weight
root VD , weight
Aqueous tension is only dependent on
Temperature
State Kinetic Gas equation and explain the terms
PressureVolume = 1/3 (mass of 1 molecule)(no of molecules) C ^ 2
explain boltzmann’s constant ( k )
k = R ( universal gas constant ) / avagadro number k = 1.38 * 10 ^ -23 J/K - mol
What happens to velocity distribution curve when temperature is increased ( Cp , C bar , Crms )
Curve flattens and shifts to right ( higher velocity )
fraction of molecules with low velocity decreases
fraction of molecules with high velocities increases
What is Boltzmann’s factor
Ratio of ni and n also called fraction of molecules having particular energy
ni/n = e ^ ( -E/kT )
value of Cp C bar and Crms
Cp = (2RT/M)^1/2,
C bar = (8RT/piM)^1/2
Crms = (3PV/M)^1/2
what happens to velocity distribution curve when Molecular mass is increased
Curve sharpens and shifts towards left
fraction of molecules with low velocity increases
fraction of molecules with high velocity decreases
Which is the most ideal gas
Helium
Perfect gas has energy only from ?
Kinetic energy of motion nothing from potential energy
How are Real gases different from perfect gases
they have intermolecular interactions which alter the bulk properties
How do intermolecular interaction affect the gas at different distances
At large distances energy lowering interactions dominate
at short distances energy raising repulsions dominate
In what circumstances does a real gas behave ideally
High Temperature and Low Pressure
What is compressibility factor ( Z )
Used to measure deviation form ideal behaviour
Z = V real/ V ideal = PV/nRT
What are value of Z at different pressures
Z > 1 at high pressure ( dominant repulsive interactions)
Z < 1 at intermediate pressure ( Dominant attraction )
For H2 and He ( dominant repulsive ) at all pressures due to small size
Z = 1 at low pressure
At what temperature does N2 gas show almost ideal behaviour
50 Degree centigrade
Define Boyle temperature
Temp at which real gases behave as ideal gases over a wide range of pressures
What happens when pressure is changed below and above Boyle temperature
Above boyle temperature, Z > 1
Below Boyle temperature, Z < 1 at first reaches minimum then increases
What do a and b in Van der waals equation signify
a is the pressure correction constant and is the measure of intermolecular ATTRACTIONS
a is directly prop to liquefaction
b is excluded volume it is 4 times the actual volume of molecules of gas