The method of using dressed states in the presence of an external electromagnetic plane wave is applied to paired electrons in a thin film of normal superconductors. The ground state wave function is analyzed using the Ginzburg-Landau model, while the electron wave functions are determined by relating the Ginzburg-Landau model to the BCS model. The condensate and electron wave functions are dressed by an external electromagnetic field which creates a standing wave inside the thin film. The dissociation of the electron pairs near the Fermi surface is calculated and a differential cross-section is found which describes the flow of dissociated electrons under the influence of the electromagnetic field.