Laser Beam Propagation

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ABCD System
advanced laser beam shaping techniques
angular
Angular Spectrum
Azimuthal Polarization
Back to Basics
Bessel Beams
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coherence theory
CV Beam
Diffractive Optical Element
Digital Holograms
Energy Density
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Flat Top Beams
Gaussian Beams
Gaussian Schell Model Beam
Generation and Characterization of Laser Beams
Hermite Gaussian Modes
Jones Matrix
Laguerre Gauss Beams
laguerre-gauss
LG Mode
light
mode
modulator
momentum
Novel Laser Beams
OAM State
optical wave propagation
Optical Waves
orbital
Orbital Angular Momentum
Paraxial Optical Systems
Paraxial Wave Equation
plane
Plane Waves
polarization control
quantum optics
Radial Polarization
Self-phase Modulation
spatial
Spatial Light Modulator
spatial mode analysis
Spiral Phase Plate
Stokes Parameters
temporal pulse shaping
Vector Beams
wave

Product details

  • ISBN 9780367576196
  • Weight: 670g
  • Dimensions: 156 x 234mm
  • Publication Date: 30 Jun 2020
  • Publisher: Taylor & Francis Ltd
  • Publication City/Country: GB
  • Product Form: Paperback
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How do laser beams propagate? Innovative discoveries involving laser beams and their propagation properties are at the heart of Laser Beam Propagation: Generation and Propagation of Customized Light. This book captures the essence of laser beam propagation. Divided into three parts, it explores the fundamentals of how laser beams propagate, and provides novel methods to describe and characterize general laser beams.

Part one covers the physical optics approach to the propagation of optical waves, the concept of plane waves, the mathematical description of diffraction and Gaussian optics, and adapting the concepts to the single photon level. The book explains the parallels between the paraxial propagation of light beams and the Schrödinger equation in quantum mechanics, and delves into the description of paraxial optics by means of state vectors and operators. It also discusses classical optics and quantum entanglement.

Part two focuses on the application of modal decomposition to the characterization of laser beams, and provides a characterization of time domain pulses. It discusses tools for the temporal characterization of laser beams, the generation of arbitrary laser beams with digital holograms, and the use of spatial light modulators to display reconfigurable digital holograms capable of modifying and shaping laser beams. It also covers various techniques and the control of the polarization properties of light.

Part three defines the most commonly generated shaped light, flat-top beams, outlining their propagation rules as well as the means to create them in the laboratory. It also highlights Helmholtz-Gauss beams, vector beams, and low coherence laser beams.

The text presents the concepts of coherence theory and applies this to the propagation of low coherence optical fields. It also considers the recent developments in orbital angular momentum carrying fields, touches on basics properties, definitions and applications, and brings together the classical and quantum concepts of spatial modes of light.

Andrew Forbes, PhD, has spent several years working as an applied laser physicist, first for the South African Atomic Energy Corporation and then later in a private laser company. He is currently chief researcher at the CSIR National Laser Centre in South Africa and is the research group leader for mathematical optics. Andrew sits on several international conference committees, chairs the SPIE (Society of Photo-Optical Instrumentation Engineers) international conference on laser beam shaping and the OSA’s (Optical Society of America) Diffractive Optics and Holography technical group. He holds honorary professorships at the University of Stellenbosch and the University of Kwazulu-Natal.