Abstract
In this paper, a new method for measuring the nonlinear refractive index by using the nonlinear dynamics generated in optical fiber ring resonator (OFRR) is proposed. In OFRRs, input light and circulated light components are added in succession, and then, result in forming an interference output. The OFRR output exhibits nonlinear dynamics such as a chaotic state due to the optical Kerr effect, as the input light power increases. In the bifurcation diagram, the output power indicates peaks in the input power range lower than the bifurcation point at which the output changes from stable to periodic state. It is found that the input power at the peak shifts, dependent on the nonlinear refractive index. The nonlinear refractive index can be estimated by applying the measured input power giving the peak point to the numerical relationship between the input power and the nonlinear refractive index. In experiments the nonlinear refractive index of the two pure silica core fibers with different cutoff wavelength was estimated as n<sub>2</sub>=0.97×10<sup>-22</sup>[m<sup>2</sup>/V<sup>2</sup>] and n<sub>2</sub>=1.06×10<sup>-22</sup>[m<sup>2</sup>/V<sup>2</sup>] which are in good agreement with those reported previously.
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