In quantum mechanics, a photon’s “spin” refers to its intrinsic angular momentum, which is directly related to its polarization state, meaning that a photon’s polarization is essentially its “spin” manifested as a property of light waves; a photon can be either right-circularly polarized (spin +1) or left-circularly polarized (spin -1), with linear polarization being a superposition of these two states.
Key points about photon spin and polarization:
- Spin as a fundamental property:Like other particles, a photon has an intrinsic angular momentum called “spin” which is a quantum mechanical property.
- Polarization and spin connection:For a photon, its polarization state directly corresponds to its spin.
- Circular polarization and spin:A photon with right circular polarization has a spin of +1, while a left circularly polarized photon has a spin of -1.
- Linear polarization and spin:Linear polarization can be considered as a superposition of equal amounts of left and right circular polarization, resulting in a “zero spin” state.
Important to note:
- Not like classical rotation:While we often think of “spin” as a particle rotating around an axis, a photon’s spin is a quantum mechanical property and doesn’t correspond to a physical rotation in the classical sense.
- Measuring polarization:By measuring the polarization of light, you can effectively determine the spin of the photons within that beam.