The electric field is zero inside a perfect conductor in electrostatic conditions because any internal field would cause charge movement, contradicting electrostatic equilibrium. According to Gauss's law, when considering a Gaussian surface within the conductor, the absence of a net charge inside leads to a zero electric field. While it is possible to create an electric field inside a conductor by applying an external voltage, this results in charge movement and current flow, moving the system out of electrostatic conditions. Charges redistribute themselves on the surface of the conductor to minimize internal electric fields, leading to zero net charge at any point within the conductor. Thus, in steady-state conditions, the electric field inside a conductor quickly approaches zero, as any internal currents dissipate energy as heat.