Abstract
The quantum electrodynamics of a single photon is introduced. The photon carries a unit of electric field inversely proportional to its wavelength. Light (photons) is attracted to the surface on which it impinges by a quantum force given by F-gamma = - hc/lambda(2), and delivers a quantum power given by P-gamma = hc(2)/lambda(2), where c, h and lambda are the Planck's constant, speed of light and the light wavelength. The power a beam of light carries can be expresses as a multiple of power of a single photon. A photon exerts a quantum force on an oscillating electric dipole (current), of length l given by F-gamma = hc/l(2). An electric dipole is found to radiate photons when oscillates with the same frequency as the emitted light. A photon current that could represent the displacement current is found. Photonic inductance and capacitance are found to depend linearly on the light (photon) wavelength.