In this Letter, we propose the use of optical pulse coding techniques for long-range distributed sensors based on Brillouin optical time-domain analysis (BOTDA). Compared to conventional BOTDA sensors, optical coding provides a significant sensing-range enhancement, allowing for temperature and strain measurements with 1 m spatial resolution over 50 km of standard single-mode fiber, with an accuracy of 2.2°C/44 , respectively. © 2010 Optical Society of America OCIS codes: 060.2370, 060.4370, 280.4788, 290.5900. In recent years, distributed optical fiber sensors based on stimulated Brillouin scattering (SBS) have attracted a great interest owing to their unique ability to carry out high-performance strain and temperature measurements over long distances [1,2]. In the time-domain approach, the so-called Brillouin optical time-domain analysis (BOTDA) [1-3], a pulsed pump beam and a counterpropagating continuouswave (CW) probe beam, at different frequencies, interact through the intercession of an acoustic wave. Power transfer between both optical beams takes place at any position along the fiber when the frequency offset between them is within the local Brillouin gain spectrum (BGS). The frequency showing maximum gain is called Brillouin frequency shift (BFS) and depends linearly on strain and temperature, allowing us to perform distributed sensing [1]. The best performance reported so far for long-range BOTDA sensors results in 2 m/5 m spatial resolution over 40 km/51 km single-mode fiber [2,3], where pump depletion and modulation instability are the main factors limiting the sensing range [1,4]. In this Letter, we propose, for what we believe to be the first time, the use of optical pulse coding in a BOTDA sensor. We demonstrate that this technique effectively enhances the signal dynamic range, resulting in an extension of the sensing distance in BOTDA-based systems and providing the best performance reported so far, to our knowledge, temperature and strain sensing with 1 m spatial resolution over 50 km of standard single-mode fiber with an accuracy of 2.2°C/44 at the far end of the fiber.In BOTDA sensors, the BGS is reconstructed along the fiber by sweeping the frequency offset ͑⌬͒ between the two counterpropagating optical signals around the BFS. Thus, intensity variations of the probe signal ⌬I CW are measured at the near end of the fiber ͑z =0͒ as a function of time t and ⌬ and can be expressed as [1]
͑1͒where I CWL is the input probe intensity at the far end of the fiber ͑z = L͒, ␣ is the fiber loss, L is the fiber length, v g is the group velocity, ⌬z is the spatial resolution related to the pump pulse duration, and g B ͑ , ⌬͒ and I P ͑ , ⌬͒ are the BGS and the pump intensity at position z = .From Eq. (1) we clearly notice that the CWintensity contrast ͑⌬I CW ͒ mainly depends on the spatial resolution and the pump intensity. Thus, when short spatial resolution is required, the energy transferred to the probe is actually small, reducing ⌬I CW . This feature leads to measurements with low signalto-noise r...