Diffraction (6.161 Lab3) Tony Hyun Kim 10/21/2008.

Slides:



Advertisements
Similar presentations
1308 E&M Diffraction – light as a wave Examples of wave diffraction: Water waves diffract through a small opening in the dam. Sound waves diffract through.
Advertisements

Diffraction at a single slit Sketch the variation with angle of diffraction of the relative intensity of light diffracted at a single slit
Copyright © 2009 Pearson Education, Inc. Lecture 3 – Physical Optics b) Diffraction.
Diffraction Light bends! Diffraction assumptions Solution to Maxwell's Equations The far-field Fraunhofer Diffraction Some examples.
Chapter 37 Wave Optics EXAMPLES.
Diffraction See Chapter 10 of Hecht.
Chapter 11: Fraunhofer Diffraction. Diffraction is… Diffraction is… interference on the edge -a consequence of the wave nature of light -an interference.
Lecture 21 Wave Optics-2 Chapter 22
Announcements 3/25/11 Prayer One lab due Saturday, two new labs start on Saturday. We are nearing the homestretch for Optics… just two lectures after today.
Physics 1402: Lecture 35 Today’s Agenda Announcements: –Midterm 2: graded soon … »solutions –Homework 09: Wednesday December 9 Optics –Diffraction »Introduction.
Announcements 11/16/11 Prayer Labs 8, 9 due Saturday. Lab 10 due Tuesday. We are nearing the homestretch for Optics… just two lectures after today. (After.
PHYS375 Review Exam will be in two parts: written and in lab Both parts will be open book and notes.
Physics 52 - Heat and Optics Dr. Joseph F. Becker Physics Department San Jose State University © 2003 J. F. Becker.
Physics 52 - Heat and Optics Dr. Joseph F. Becker Physics Department San Jose State University © 2005 J. F. Becker.
Physics 1502: Lecture 34 Today’s Agenda Announcements: –Midterm 2: graded soon … –Homework 09: Friday December 4 Optics –Interference –Diffraction »Introduction.
1 Chapter 10 Diffraction March 9, 11 Fraunhofer diffraction: The single slit 10.1 Preliminary considerations Diffraction: The deviation of light from propagation.
Copyright © 2012 Pearson Education Inc. PowerPoint ® Lectures for University Physics, Thirteenth Edition – Hugh D. Young and Roger A. Freedman Lectures.
Interference at slits and diffraction gratings. Diffraction and the Wave Nature of Light Diffraction is a wave effect. That is, it occurs because light.
Fig Phasor diagrams used to find the amplitude of the E field in single-slit diffraction. (a) All phasors are in phase. (b) Each phasor differs in.
PHY 102: Waves & Quanta Topic 8 Diffraction II John Cockburn Room E15)
Source lens Entrance slit Exit slit width,  (mm) grating Concave mirrors Focal Plane Focal Length, F (mm)
Multiple-Slit Interference Uniform slits, distance d apart. Light of wavelength. Screen L away “Thin” slits  compared to d) L >> d then path length difference.
Happyphysics.com Physics Lecture Resources Prof. Mineesh Gulati Head-Physics Wing Happy Model Hr. Sec. School, Udhampur, J&K Website: happyphysics.com.
Fraunhofer Diffraction
13.1 Fourier transforms: Chapter 13 Integral transforms.
The single slit interference pattern and the double slit interference pattern that are observed are actually due to diffraction as well as interference.
Introduction to Experiments in Optics Damzen 09/07 Short Tutorial on Optics (PowerPoint) Safety & Good working practices A. Lens Imaging (Ray Optics) B.
Protein Structure Determination Part 2 -- X-ray Crystallography.
Chapter 36 In Chapter 35, we saw how light beams passing through different slits can interfere with each other and how a beam after passing through a single.
Circular aperture Rectangular aperture Fraunhofer Diffraction.
Chapter 36 Diffraction In Chapter 35, we saw how light beams passing through different slits can interfere with each other and how a beam after passing.
Diffraction at a single slit Sketch the variation with angle of diffraction of the relative intensity of light diffracted at a single slit
The Hong Kong Polytechnic University Optics 2----by Dr.H.Huang, Department of Applied Physics1 Diffraction Introduction: Diffraction is often distinguished.
© 2010 Pearson Education, Inc. Lecture Outline Chapter 24 College Physics, 7 th Edition Wilson / Buffa / Lou.
Chapter 38: Diffraction and Polarization  For a single opening in a barrier, we might expect that a plane wave (light beam) would produce a bright spot.
Diffraction Introduction to Diffraction Patterns
Lecture 27-1 Thin-Film Interference-Cont’d Path length difference: (Assume near-normal incidence.) destructive constructive where ray-one got a phase change.
Light Wave Interference In chapter 14 we discussed interference between mechanical waves. We found that waves only interfere if they are moving in the.
Fundamental Physics II PETROVIETNAM UNIVERSITY FACULTY OF FUNDAMENTAL SCIENCES Vungtau, 2013 Pham Hong Quang
Difference of Optical Path Length Interference Two waves One wave Many waves Diffraction.
35. Diffraction and Image Formation
1 Fraunhofer Diffraction: Single, multiple slit(s) & Circular aperture Fri. Nov. 22, 2002.
Modern Optics Lab Lab 7: Diffraction and Interference Experiments  Slit width and slit separation dependence of diffraction pattern for single and double.
17 Wave Optics Slide 17-2.
Topics Young’s double slit experiment with laser light: Determine the wavelength of the laser light. The double slit experiment with white light: Determine.
Fundamental of Optical Engineering Lecture 5.  Diffraction is any behavior of light which deviates from predictions of geometrical optics.  We are concerned.
Physics 1202: Lecture 26 Today’s Agenda Announcements: –Midterm 2: Friday Nov. 6… –Chap. 18, 19, 20, and 21 No HW for this week (midterm)No HW for this.
1 Fraunhofer Diffraction: Circular aperture Wed. Nov. 27, 2002.
Optics Diffraction. Diffraction of Light: We classically think of light as always traveling in straight lines, but when light waves pass near a barrier.
Ray Theory of Light n A simple theory of light uses rays as a representation of how light behaves. n This theory is very useful in describing how lenses.
Major Concepts of Physics PHY102 – Lecture #  Syracuse University Lecture #8 How do we squeeze light through narrow holes? - Diffraction February.
Trivia Question Under President Ronald Reagan, what was the nickname of the science initiative to develop, among other things, a laser which could should.
For off-center points on screen, Fresnel zones on aperture are displaced …harder to “integrate” mentally. When white and black areas are equal, light at.
Announcements Exam 3 starts Thur noon, and continues through Mon close, in the Testing Center. It will include both conceptual questions and homework style.
Atmospheric “corona” caused by diffraction around uniform droplets or ice particles.
Interference Requirements
Fraunhofer Diffraction: Multiple slits & Circular aperture
Chapter 13 Integral transforms
Judge last week: “Pi is not copyrightable”
Example: 633 nm laser light is passed through a narrow slit and a diffraction pattern is observed on a screen 6.0 m away. The distance on the screen.
The Geometry of Interference and Diffraction
THEORY OF DIFFRACTION.
Scalar theory of diffraction
Scalar theory of diffraction
Scalar theory of diffraction
Diffraction Grating calculation of light wavelength
Chapter 10 Diffraction December 3 Fraunhofer diffraction: the single slit 10.1 Preliminary considerations Diffraction: The deviation of light from propagation.
Scalar theory of diffraction
Presentation transcript:

Diffraction (6.161 Lab3) Tony Hyun Kim 10/21/2008

Topics to be discussed Introduction Experimental setup Diffraction theory Fraunhofer diffraction integral Experimental setup Patterns from apertures Single-slit Double-slit Rectangular aperture Rectangular grid Conclusions

Diffraction = Wave - Ray Although ray optics is intuitive… Light is a wave phenomenon

Fraunhofer diffraction integral

Fraunhofer intensity pattern

Setup to observe diffraction

Patterns from apertures We’ll present and analyze (Topic set 1): Single-slit Double-slit Rectangular aperture Rectangular grid

Single slit Note Fourier reciprocity in characteristic lengths Calculate slit width from pattern: b = 89 microns

Double slit Periodicity in aperture produces localization in pattern Calculate inter-slit distance: D = 6.5 mm

Rectangular aperture Just a slit in two dimensions Calculate aperture dimensions: b = 76 microns

Rectangular grid Again, periodicity  localization

Concluding remarks Verified Fraunhofer diffraction in lab General lessons: “Fourier pairing” between aperture and pattern Reciprocity in characteristic lengths. Periodicity of aperture  Localization of pattern Possibilities for metrology

Sources of images Lens system: http://www.trustedreviews.com/images/article/inline/4778-ZoomOut500.gif Fraunhofer planes: http://scienceworld.wolfram.com/physics/FraunhoferDiffraction.html Experimental setup: 6.161 Lab guide