Gas(गैस)|Internal Energy Of Gases(गैस की आंतरिक ऊर्जा )|Polyatomic(बहुपरमाणुक)|Specific Heat Capacity(विशिष्ट ऊष्मा क्षमता)

Degree Of Freedom (स्वतंत्रता की कोटी)|Law Of Equipartition Of Energy (ऊर्जा के समविभाजन का नियम)|Specific Heat (Cp And Cv) Of A Gas (गैस की विशिष्ट ऊष्मा (Cp एवं Cv))|Mayer's Formula (मेयर का सूत्र)|Gaseous Mixture (गैसीय मिश्रण)|OMR

Find the change in the internal energy of 2 kg of water as it heated from 0^(0)C to 4^(0)C . The specific heat capacity of water is 4200 J kg^(-1) K^(-1) and its densities at 0^(0)C and 4^(0)C are 999.9 kg m^(-3) and 1000 kg m^(-3) respectively. atmospheric pressure =10^(5) Pa.

5 moles of gas were heated from 100^(@)C to 120^(@)C at constant volume. The internal energy was changed by 200 J. what is the specific heat capacity of the gas?

At ordinary temperatures, the molecules of an ideal gas have only translational and rotational kinetic energies. At high temperatures, they may also have vibrational energy. As a result of this, at higher temperatures, molar specific heat capacity at constant volume, C_(V) is

Change in internal energy of an ideal gas is given by DeltaU=nC_(V)DeltaT . This is applicable for ( C_(V) =molar heat capacity at constant volume)

How many of the following physical properties are extensive: (i) Free energy (ii) vapour pressure (iii) mole (iv) kinetic energy (v) Entropy (vi) Internal energy (vii) Enthalpy (viii) specific heat capacity (ix) Coefficient of viscosity

An ideal diatomic gas under goes a process in which its internal energy chnges with volume as given U=cV^(2//5) where c is constant. Find the ratio of molar heat capacity to universal gas constant R ?

Specific Heat Capacity At Gas(गैस पर विशिष्ट ऊष्मा धारिता )|Thermodynamical System(ऊष्मप्रवैगिकी प्रणाली)|Questions(प्रश्न )

Specific Heat (विशिष्ट ऊष्मा)|Phase Change And Latent Heat (अवस्था परिवर्तन एवं गुप्त ऊष्मा)|Thermal Capacity And Water Equivalent (ऊष्माधारिता एवं जल तुल्यांक) |OMR