Callen H.B - Thermodynamics And An Introduction To Thermostatistics · Problem 7.5-4

FIRST-ORDER PHASE TRANSITIONS

Physics — Statistical Mechanics · magnetic-heat-capacity-susceptibility

Problem

Show that CBe−CI=μ02TχT2(∂I∂T)BeC_{B_e} - C_I = \frac{\mu_0^2 T}{\chi_T^2}\left(\frac{\partial I}{\partial T}\right)_{B_e} and CBeCI=χTχS\frac{C_{B_e}}{C_I} = \frac{\chi_T}{\chi_S} where CBeC_{B_e} and CIC_I are heat capacities and χT\chi_T and χs\chi_s are susceptibilities: χT≡μ0(∂I/∂Be)T\chi_T \equiv \mu_0(\partial I/\partial B_e)_T.

Related theory

Browse the problem library