LAUSR

Abstract We study the effect of a magnetic field on Goos-Hanchen shifts in gaped graphene subjected to a double triangular barrier. Solving the wave equation separately in each region composing our system and using the required boundary conditions, we then compute explicitly the transmission probability for scattered fermions. These wavefunctions are then used to derive the Goos-Hanchen shifts in terms of different physical parameters such as energy, electrostatic potential strength and magnetic field. Our numerical results show that the Goos-Hanchen shifts are affected by the presence of the magnetic field and depend on the geometrical structure of the triangular barrier.