what is the change in internal energy of one mole of monoatomic gas wh

1.	what is the change in internal energy of one mole of monoatomic gas when temperature is increased by 200 degree Celsius adiabatically and reversibly ( ans -2.50 ) solve it
Answer» for ADIABATIC process, change in internal energy = $nC_v\Delta T$ where n is number of moles of gas, $C_v$ is MOLAR heat capacity at constant volume and ∆T is change in temperature . GIVEN, n = 1, ∆T = 200°C or, 200K [change in temperature in Celsius is same as Kelvin ] for monoatomic gas, Cv = 3R/2 , where R is UNIVERSAL gas constant.i.e., R = 25/3 J/mol.K now, change in internal energy = 1 × 3/2 × 25/3 × 200 J = 2500 J = 2.50 KJ

what is the change in internal energy of one mole of monoatomic gas when temperature is increased by 200 degree Celsius adiabatically and reversibly ( ans -2.50 ) solve it

Answer»

for ADIABATIC process,

change in internal energy = $nC_v\Delta T$

where n is number of moles of gas, $C_v$ is MOLAR heat capacity at constant volume and ∆T is change in temperature .

GIVEN, n = 1, ∆T = 200°C or, 200K [change in temperature in Celsius is same as Kelvin ]

for monoatomic gas, Cv = 3R/2 , where R is UNIVERSAL gas constant.i.e., R = 25/3 J/mol.K

now, change in internal energy = 1 × 3/2 × 25/3 × 200 J

= 2500 J

= 2.50 KJ