'Gaussian beams' presentation slideshows

Automated Mode-Matching of Gaussian Beams

364 views • 34 slides

ECE-1466 Modern Optics Course Notes Part 3

ECE-1466 Modern Optics Course Notes Part 3. Prof. Charles A. DiMarzio Northeastern University Spring 2002. Diffraction. Fresnel-Kirchoff Integral Fraunhofer Approximation Some Common Examples Fourier Optics Generalized Pupil Function Optical Testing Diffraction Gratings Gaussian Beams.

319 views • 31 slides

Cornell Laboratory for Accelerator-based ScienceS and Education (CLASSE)

On Maximum Brightness from X-ray Light Sources Ivan Bazarov Cornell University. Cornell Laboratory for Accelerator-based ScienceS and Education (CLASSE) . phase space of coherent (left) and incoherent (right) 2-state superposition.

470 views • 29 slides

Cornell Laboratory for Accelerator-based ScienceS and Education (CLASSE)

On Maximum Brightness from X-ray Light Sources Ivan Bazarov Cornell University. Cornell Laboratory for Accelerator-based ScienceS and Education (CLASSE) . phase space of coherent (left) and incoherent (right) 2-state superposition.

375 views • 29 slides

Chapter 2 Propagation of Laser Beams Lecture 1 Gaussian laser beams

Chapter 2 Propagation of Laser Beams Lecture 1 Gaussian laser beams. 2.1 Scalar wave equation.

1.35k views • 26 slides

ECEG105 & ECEU646 Optics for Engineers Course Notes Part 8: Gaussian Beams

ECEG105 & ECEU646 Optics for Engineers Course Notes Part 8: Gaussian Beams. Prof. Charles A. DiMarzio Northeastern University Fall 2003. Some Solutions to the Wave Equation. Plane Waves Fourier Optics Spherical Waves Spherical Harmonics; eg. In Mie Scattering Gaussian Waves

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Gaussian Beams and the Paraxial Wave Equation

416 views • 22 slides

Announcements 3/30/12

Announcements 3/30/12. Prayer HW 23 is due Saturday night. Poll: should we have it due Monday and start exam on Tuesday? (Exam would still end Friday night) Exam review problems on Monday. Get your solutions to me in pdf form before 1:45 pm. Approx. 5.5 mins/group. Speed Bump.

187 views • 18 slides

Gaussian to Super-Gaussian Diffractive Optical Elements

Gaussian to Super-Gaussian Diffractive Optical Elements . Patrick Lu Advisor: Prof. Robert Byer Stanford University March 23, 2005. Introduction. Goals: Laser beam shaping for increased power extraction from slab amplifiers in master oscillator power amplifier systems

584 views • 15 slides