In this work we report a novel technique for simultaneous high-speed and highresolution interrogation of fiber Bragg grating (FBG) sensors. The method uses the wavelengthto-time mapping effect in a chromatic dispersive medium and a couple of intensity Gaussian filters. The Bragg wavelength is retrieved by means of the amplitude comparison between the two filtered grating spectrums, which are mapped into a time-domain waveform. In this way, measurement distortions arising from residual power due to the grating sidelobes are completely avoided, and the wavelength measurement range is considerably extended with respect to the previously proposed schemes. We present the mathematical background for the interrogation of FBGs with an arbitrary bandwidth. In our proof-of-concept experiments, we achieved sensitivities of ~20 pm with ultra-fast rates up to 264 MHz.
IntroductionBragg gratings are among the most popular optical devices and they find applications in a wide variety of fields such as optical signal processing [1,2], optical communications [3,4], microwave photonics [5], and sensoring [6,7]. In this sense, fiber Bragg grating (FBG) sensors are based on wavelength modulation, in which the sensed parameter (e.g. strain or temperature) is linearly related to the grating central wavelength [8].The most extended FBG interrogation techniques use static filters to convert the wavelength shift into an intensity change. Among these methods, the edge filter [11][12], in which the detected light intensity is proportional to the wavelength drift, has attracted more attention due to its simple, low-cost and reliable structure. Interrogation of FBG sensors with speeds up to hundreds of megahertz is desirable in applications such as monitoring of ultra-fast dynamic phenomena, e.g. molecular dynamics sensing and in aerospace diagnostics. To this end, techniques based on the wavelength-to-time mapping using broadband short pulses and dispersive components have been demonstrated [13][14][15][16]. The main drawbacks of these schemes are the fundamental tradeoff between interrogation speed and wavelength resolution, and the need for expensive high-speed photodiodes and sampling electronics.The conventional intensity-based methods require to be operated in the linear range of a filter to ensure a linear detection. Recently, Cheng et al [17] proposed an interrogation system in which the linear dependence is achieved using Gaussian filters. The difference between the intensities at the output of two crossed Gaussian filters ultimately leads to a linear behavior, which is exploited for the Bragg wavelength determination. This scheme has been proven to provide ultra-high sensitivity, and it is a promising solution for interrogation of FBGs with a wide spectrum [18]. However, the wavelength range in which the system shows a linear dependence is limited as power reflected from the grating sidelobes become non-negligible [18][19]. In fact, this shortcoming is common to every filtering-based techniques.