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This cavity is created by one plan mirror facing a concave spherical mirror with a radius of curvature equal to the length of the resonator cavity (Fig). This resonator is very similar to the spherical resonator in properties, with low sensitivity to mirror misalignments as well as low diffraction losses. This resonator also offers the additional advantage of a lower manufacturing cost due to the utilization of a plan mirror instead of a spherical mirror. He-Ne lasers often utilize this type of resonator set up.
Every laser requires a resonator cavity in which the laser beam can recirculate, passing through the gain medium several times, thus providing feedback and amplification of the laser light. The resonator cavity typically encompasses the gain medium, however, which is often the case in semiconductor lasers, the resonator cavity is part of the gain medium, where a full-mirrored and a half-mirrored optical coating is applied to opposite ends of the gain medium.
The light inside the resonator cavity will reflect via the mirrors multiple times. During this reflection process, constructive interference will select for only certain frequencies or wavelengths, whereas destructive interference will annihilate other wavelengths. The more often a beam is reflected through the optical cavity, the more stable its frequency pattern will be. Furthermore, the probability of stimulated emission to take place is proportional to the time the beam spends inside the gain medium. The partially reflecting mirror through which the laser beam eventually exits (the optical coupler) is usually designed to have only a 1-20% pass-through rate. This way the reflection rate and beam quality can be controlled very precisely. Most resonator cavities consist of two facing mirrors. Depending on whether the mirrors are plane or spherical and the combination in which they are arranged, several types of optical resonators have been identified:
This is probably the simplest and most intuitive of all optical resonator types, consisting of two opposing flat mirrors (See figure below). This is also often referred to as the Fabry-Perot cavity, named after Charles Fabry and Alfred Perot, two French physicists who developed the original Fabry-Perot optical interferometer or etalon in 1913. In the plane-parallel resonator, the light beam strikes the opposing mirrors at perfect 90-degree angles. In order for this to work properly, the two mirrors have to be in perfect parallel alignment, or a “drift” of the intra-resonator beam will result. This will cause the optical axis to be off-center and the resulting laser light will be inadequate. Since it is very difficult to arrange two mirrors in such perfect parallel alignment, this type of resonator, although very simple conceptually, is only used in semiconductor lasers, where the resonating cavity is very short and optical coatings are directly applied to the surface of the laser medium itself.




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