To calculate the electric field (E), it is defined as the force (F) acting on a probe charge (q) at a point in space, expressed as E=F/q. However, measuring E in proximity to its sources is challenging without constraining all charges, as the probe charge can alter the field distribution. Coulomb's Law can be used to determine the force between known charges, but measuring absolute polarization density is not feasible; only changes in polarization can be measured. The internal field within a material is influenced by the applied field and polarization, complicating direct measurements of the field felt by individual atoms. The recommended approach is to calculate the applied electric field based on experimental parameters, such as voltage, to obtain a value in volts per meter (V/m).