scispace - formally typeset
Search or ask a question
Book

Electro-Optical Instrumentation: Sensing and Measuring with Lasers

01 Jan 2004-
TL;DR: In this paper, the authors present an overview of the application of interferometry in a wide range of applications, including: alignment, pointing, and sizing, and safety issues, including the Sagnac Effect.
Abstract: Preface. 1. Introduction. Looking Back to Milestones. References. 2. Alignment, Pointing, and Sizing Instruments. Alignment. Pointing and Tracking. Laser Level. Wire Diameter Sensor. Particle Sizing. References. 3. Laser Telemeters. Triangulation. Time-of-Flight Telemeters. Instrumental Developments of Telemeters. Imaging Telemeters. The LIDAR. References. 4. Laser Interferometry. Overview of Interferometry Applications. The Basic Laser Interferometers. Performance Parameters. Ultimate Limits of Performance. Read-Out Configurations of Interferometry. Laser Vibrometry. Other Applications of Injection Interferometry. White Light Interferometry. References. 5. Speckle-Pattern Instruments. Speckle Properties. Speckle in Single-Point Interferometers. Electronic Speckle Pattern Interferometry. References. 6. Laser Doppler Velocimetry. Principle of Operation. Performance Parameters. Electronic Processing of the Doppler Signal. Optical Configurations. References. 7. Gyroscopes. Overview. The Sagnac Effect. Basic Gyro Configurations. Development of the RLG. Development of the Fiber Optics Gyro. The Resonant FOG and Other Configurations. The 3x3 FOG for the Automotive. The MEMS Gyro and Other Approaches. References. 8. Optical Fiber Sensors. Introduction. The Optical Strain Gage: A Case Study. Readout Configuration. Multiplexed and Distributed OFS. References. Appendix A0: Nomenclature. Appendix A1: Lasers for Instrumentation. Laser Basics. Frequency Stabilization of the He-Ne Laser. Semiconductor Narrow-Line and Frequency Stabilized Lasers. Diode-Pumped Solid-State Lasers. Laser Safety Issues. References. Appendix A2: Basic Optical Interferometers. Configurations and Performances. Choice of Optical Components. References. Appendix A3: Propagation through the Atmosphere. Turbidity. Turbulence. References. Appendix A4: Optimum Filter for Timing. Appendix A5: Propagation and Diffraction. Propagation. The Fresnel Approximation. Examples. References. Appendix A6: Source of Information on Electro-Optical Instrumentation. Index.
Citations
More filters
Journal ArticleDOI
TL;DR: In this paper, the authors cover the principle of dispersive Fourier transformation and its implementation in diverse applications, such as optical rogue waves and rare cancer cells in blood, as well as their application in real-time instrumentation and measurement.
Abstract: It's challenging to measure non-repetitive events in real time in the field of instrumentation and measurement. Dispersive Fourier transformation is an emerging method that permits capture of rare events, such as optical rogue waves and rare cancer cells in blood. This Review article covers the principle of dispersive Fourier transformation and its implementation in diverse applications.

745 citations


Cites background from "Electro-Optical Instrumentation: Se..."

  • ...which indicates the equivalence between the time-domain intensity modulation of the signal and its own optical spectrum (that is, the frequency-domain signal) with a proportionality constant of 2exp[(g−α)z]/(πβ2z) and the frequency-to-time mapping relation given by equation (2)....

    [...]

  • ...This criterion, also known as the saddle-point approximation, creates a one-to-one mapping between the optical frequency and time, which can be better understood by rewriting equation (2) in the form T(ω) = β2z(ω − ω0)....

    [...]

Journal ArticleDOI
TL;DR: In this paper, a review of the properties of single and two delay-coupled laser systems is presented, with a particular emphasis on emerging complex behavior, deterministic chaos, synchronization phenomena, and application of these properties that range from encrypted communication and fast random bit sequence generators to bioinspired information processing.
Abstract: Complex phenomena in photonics, in particular, dynamical properties of semiconductor lasers due to delayed coupling, are reviewed. Although considered a nuisance for a long time, these phenomena now open interesting perspectives. Semiconductor laser systems represent excellent test beds for the study of nonlinear delay-coupled systems, which are of fundamental relevance in various areas. At the same time delay-coupled lasers provide opportunities for photonic applications. In this review an introduction into the properties of single and two delay-coupled lasers is followed by an extension to network motifs and small networks. A particular emphasis is put on emerging complex behavior, deterministic chaos, synchronization phenomena, and application of these properties that range from encrypted communication and fast random bit sequence generators to bioinspired information processing.

494 citations


Cites background from "Electro-Optical Instrumentation: Se..."

  • ..., 2006), fiber-optic gyroscopes (Donati, 2004), and coherence tomography (Huang et al....

    [...]

  • ...Examples of such applications are rainbow refractometry (Peil et al., 2006), fiber-optic gyroscopes (Donati, 2004), and coherence tomography (Huang et al., 1991)....

    [...]

Journal ArticleDOI
TL;DR: Self-mixing imaging offers high sensitivity, a potentially fast response, and a simple, compact optical design, and it is shown that it can be used to obtain high-resolution reflection images of exemplar structures.
Abstract: We demonstrate terahertz (THz) frequency imaging using a single quantum cascade laser (QCL) device for both generation and sensing of THz radiation. Detection is achieved by utilizing the effect of self-mixing in the THz QCL, and, specifically, by monitoring perturbations to the voltage across the QCL, induced by light reflected from an external object back into the laser cavity. Self-mixing imaging offers high sensitivity, a potentially fast response, and a simple, compact optical design, and we show that it can be used to obtain high-resolution reflection images of exemplar structures.

160 citations


Cites background from "Electro-Optical Instrumentation: Se..."

  • ...In this Letter, we demonstrate a THz frequency imaging system that uses a single QCL to both generate and sense the THz radiation through self-mixing, an effect that occurs when the radiation from a laser is reflected from an external target back into the laser cavity [12,13]....

    [...]

Journal ArticleDOI
TL;DR: In this paper, a high-level model is proposed to represent the self-mixing phenomenon and to simplify the solution of nonlinear equations involved in this problem, which will allow the use of powerful and standard simulation tools such as Spice, VHDL-AMS or MATLAB/Simulink to develop new methods for signal processing of optical feedback interferometers.
Abstract: The spectral properties of a laser diode are modified when the optical beam is back-scattered into the active cavity of the laser. Based on the use of this optical feedback, the self-mixing effect has been demonstrated to be suitable for sensing applications. This is an emerging technique enabling notably displacement, distance and/or velocity measurements to be performed. However, the self-mixing signal shape is strongly modified by the strength of the back-scattering and by nonlinear phenomena governing the global behavior of the laser diode. This makes signal processing rather challenging. In this paper, a new high-level model is proposed to represent the self-mixing phenomenon and to simplify the solution of nonlinear equations involved in this problem. This model is represented by schematic block diagrams commonly used for the description of complex systems in the domains of nonlinear mechanics, telecommunications, sensors, actuators, etc. This approach will allow the use of powerful and standard simulation tools such as Spice, VHDL-AMS or MATLAB/Simulink to develop new methods for signal processing of optical feedback interferometers, notably in the case of displacements measurements.

121 citations


Cites background from "Electro-Optical Instrumentation: Se..."

  • ...4, which shows another representation of function obtained with a fixed constant and three different values for lying within the range [3,10]....

    [...]

Journal ArticleDOI
TL;DR: The applications to biosignal measurement reported so far are analyzed, potentialities and perspectives of the technique are illustrated, and the main developments of self-mixing interferometry are presented.
Abstract: Self-mixing interferometry is a noncontact method well suited for measuring a variety of biological signals, like blood pressure wave at wrist and thorax (the optical stethoscope), blood velocity in vein and in external circulation, THz echoes from skin, ear drum vibration, and oculomotor reflex measurements. In this review, after presenting the underlying theory and the main developments of self-mixing, we analyze the applications to biosignal measurement reported so far, and illustrate potentialities and perspectives of the technique.

91 citations


Cites background or methods from "Electro-Optical Instrumentation: Se..."

  • ...Because of the self-mixing process taking place in the cavity, the resulting power P deviates from the unperturbed power P0 and can be written as [3], [5]:...

    [...]

  • ...a (small) voltage superposed to the quiescent bias voltage [3], though the S/N ratio here is not as good as at the rear or front outputs....

    [...]

  • ...1–100 μm peak to peak) as for vibration and mechanical fatigue analysis [3], [12], probably we will be using analogue processing, and the instrument is then called a vibrometer....

    [...]

  • ...where φ = 2 ks is the optical phase shift suffered on propagation to the target and back, k = 2πλ is the wavevector, and mA is the AM modulation index, whose expression is found as [3]...

    [...]

  • ...1) supplied by the photodetector, Iph(t) ∝ IP−P cosφ, by counting periods of the signal peak-to-peak swing IP−P , (or, the λ/2 variations Δs of target distance) [3], [8]–[10]....

    [...]