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We study the thermodynamic properties of massless Dirac fermions in graphenesubjected to a uniform magnetic field $B$ together with Rashba couplingparameter $\lambda_R$. The thermodynamic functions such as the Helmholtz freeenergy, total energy, entropy and heat capacity are obtained in the hightemperature regime using an approach based on the zeta function. Thesefunctions will be numerically examined by considering two cases related to$\lambda_R$ smaller or greater than $B$. In particular, we show that theDulong-Petit law is verified for both cases.

Thermodynamic Properties of Graphene in Magnetic Field and Rashba Coupling