Spie Press Book
Field Guide to Displacement Measuring InterferometryFormat | Member Price | Non-Member Price |
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This Field Guide provides a practical treatment of the fundamental theory of displacement measuring interferometry, with examples of interferometry systems and uses. It outlines alignment techniques for optical components, signal processing systems for phase measurements, and laser stabilization for homodyne and heterodyne sources. The concept of displacement measurement uncertainty is discussed with a practical example of calculating uncertainty budgets. For practicing engineers, this Field Guide will serve as a refresher manual for error sources and uncertainty budgets. For researchers, it will bring new insight to the way in which this technology can be useful in their field. For new engineers, researchers, and students, it will also serve as an introduction into basic alignment techniques for breadboard-based optical systems.
Pages: 154
ISBN: 9780819497994
Volume: FG30
- Glossary of Terms and Acronyms
- Fundamentals of Light and Interference
- Basic Assumptions
- Degrees of Freedom
- The Meter
- Electromagnetic Radiation
- Electric Field
- Polarization States
- Complex Polarization
- Superposition
- Interference
- Irradiance
- Polarization Overlap
- Fringe Contrast
- Interferometer Components and Notation
- More Interferometer Components
- Polarization-Based Components
- Waveplates
- Ghosts, Absorption, and Scatter
- Michelson's Interferometer
- Temporal Coherence
- Displacement from Phase Change
- Unwrapping and Folding
- Basic Interferometry Systems
- Interferometry Systems
- Homodyne Interferometer
- Retroreflector Homodyne Interferometer
- Homodyne Optical Power Efficiency
- Polarization-Sensitive Homodyne Interferometer
- Directional Sensitivity
- Directional Sensitivity
- Homodyne Laser Encoder
- Heterodyne Interferometry Systems
- Basic Heterodyne Interferometer
- Heterodyne Directional Sensitivity
- Homodyne and Heterodyne Comparison
- Interferometry System Characteristics
- Unequal Plane Mirror Interferometer
- Plane Mirror Interferometer (PMI)
- PMI Variants
- Beam Walkoff
- Doppler Velocity
- Dynamic Range and Acceleration Limitations
- Laser Sources
- Optical Power and Laser Modes
- Zeeman-Stabilized Laser
- Two-Mode Intensity-Balanced Laser
- Heterodyne Frequency Generation
- Phase Measurements
- Interference Detection
- Detection Bandwidth
- Phase Quadrature Measurements
- Time Interval Analysis
- Lock-In Detection
- Discrete Fourier Transform
- Special Interferometer Configurations
- Special Interferometer Configurations
- Quad-Pass Interferometer
- Differential Interferometer
- Coaxial Differential Interferometer
- Angle Interferometer
- Straightness Interferometer
- Refractometry
- Wavelength Tracking
- Refractive Index Tracker
- Multiaxis Systems
- Multi-DOF Interferometers
- X-Y-Theta System
- Tip-Tilt-Z System
- Interferometer Alignment
- Setup and Alignment Techniques
- Commercial Interferometer Alignment
- Vector Alignment and Breadboard Alignment
- Beam Fly Height
- Grid Alignment
- Normal Mirror Alignment
- 45-deg Mirror Alignment
- Mirror Steering
- Beamsplitter Alignment
- Polarizer Alignment
- 45-deg HWP Alignment
- 45-deg QWP Alignment
- Polarization Flipping
- In-line Beam Steering
- Cosine Error
- Cosine Mirror Alignment
- Mixing and Periodic Error
- Lissajous Figure
- Source Mixing
- Beam Leakage
- Periodic Error
- Assessing Periodic Error
- Quantifying Periodic Error
- Spatial Fourier Analysis
- Measurement Errors and Uncertainty
- Measurement Uncertainty
- Probability Distributions
- Combined Uncertainty
- Uncertainty Sources
- DMI Measurement Model
- Source Vacuum Wavelength
- Refractive Index Uncertainty
- Cosine Error: Retroreflector Target
- Cosine Error: Plane Mirror Target
- Phase Change Uncertainty
- Abbé Uncertainty
- Measurement Axis Location
- Interferometer Thermal Drift
- Deadpath Uncertainty
- Periodic Error Uncertainty
- Surface Figure Error
- Data Age Uncertainty
- Error Corrections
- Air Refractive Index Compensation
- Error Budget
- Measurement Uncertainty Example
- Stage Measurement Uncertainty Example
- Example Uncertainty Parameters
- Example Uncertainty Propagation
- Example Combined Uncertainty
- Equation Summary
- Bibliography
- Index
This Field Guide to Displacement Measuring Interferometry delves into a subfield of optical metrology that is prevalent in many precision systems. Precision systems that require accurate positioning knowledge use displacement measuring interferometry either through direct measurement or calibration of alternative metrology systems. Displacement measuring interferometry offers high-accuracy measurements with a wide bandwidth and direct traceability to international length standards.
The aim of this Field Guide is to provide a practical treatment of the fundamental theory of displacement interferometry along with examples of interferometry systems and uses, to outline alignment techniques for optical components, and to discuss measurement uncertainty with a practical example.
For practicing engineers, this will serve as a refresher manual for error sources and uncertainty budgets. For researchers, this will hopefully bring new insight to ways in which this technology can be useful in their field. For new engineers, researchers, and students, this Field Guide will serve as an introduction to basic alignment techniques for breadboard-based optical systems.
I would like to thank Vivek Badami for his helpful insight and for being a great mentor and friend. I am grateful for a thorough review of this manuscript by Steven Gillmer. I am indebted to many professors for training me in precision engineering and metrology, especially Stuart T. Smith, Robert J. Hocken, and the other faculty members of the Center for Precision Metrology at UNC Charlotte.
This Field Guide is dedicated to Kate Medicus for reducing my uncertainty budget in life.
Jonathan D. Ellis
Institute of Optics
University of Rochester
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