Chapter 37 Wave Optics EXAMPLES.

Slides:



Advertisements
Similar presentations
Examples Wave Optics.
Advertisements

Wave Nature of Light  Refraction  Interference  Young’s double slit experiment  Diffraction  Single slit diffraction  Diffraction grating.
The waves spread out from the opening!
Copyright © 2009 Pearson Education, Inc. Lecture 3 – Physical Optics b) Diffraction.
Light Wave nature of light.
WAVE INTERFERENCE.....
Announcements Homework for tomorrow…
Announcements Homework for tomorrow… (Ch. 22, CQ5, Probs. 16 & 18)
PA2001: Time and Energy Waves and Interference Light as a wave Fermat’s principle Reflection Refraction Thin Film.
Double Slit Diffraction Physics 202 Professor Lee Carkner Lecture 27.
Lecture 33 Review for Exam 4 Interference, Diffraction Reflection, Refraction.
IVA. Electromagnetic Waves and Optics
PHY 1371Dr. Jie Zou1 Chapter 37 Interference of Light Waves.
Today 1/22  Light Interference: read Text 27.1,2  HW: 1/22 Handout “Interference (more than one frequency)” due Friday 1/24  Today: Questions? Example.
Interference & Diffraction
Double Slit Diffraction Physics 202 Professor Lee Carkner Lecture 25.
Physics 1402: Lecture 33 Today’s Agenda Announcements: –Midterm 2: graded after Thanks Giving –Homework 09: Friday December 4 Optics –interference.
Double Slit Diffraction Physics 202 Professor Lee Carkner Lecture 27.
Physics 102 Wave Optics Moza M. Al-Rabban Professor of Physics Lecture 8.
Diffraction Physics 202 Professor Lee Carkner Lecture 26.
Chapter 38 Diffraction Patterns EXAMPLES. Chapter 38: Diffraction Patterns and Polarization: Examples.
Double Slit Diffraction Physics 202 Professor Lee Carkner Lecture 27.
Chapter 16 Interference and Diffraction Interference Objectives: Describe how light waves interfere with each other to produce bright and dark.
B. Wave optics Huygens’ principle
Chapter 37 Wave Optics. Wave optics is a study concerned with phenomena that cannot be adequately explained by geometric (ray) optics.  Sometimes called.
Copyright © 2009 Pearson Education, Inc. Chapter 32 Light: Reflection and Refraction.
Goal: To understand diffraction Objectives: 1)To learn about the results of Young’s Double Slit Experiment 2)To understand when you get maxima and minima.
Interference and the Wave Nature of Light
Physics 1B03summer-Lecture 11 Interference of Light Light is an electromagnetic (EM) wave. Wave properties: Diffraction – bends around corners, spreads.
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.
Fringes Color pattern occurs because incident light is not monochromatic.
Physics Light: Geometric Optics 24.1 Waves versus Particles 24.2 Huygens’ Principle 24.3 Young’s double-slit Interference 24.5 Single-slit Diffractin.
The waves spread out from the opening!
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.
Difference of Optical Path Length Interference Two waves One wave Many waves Diffraction.
17 Wave Optics Slide 17-2.
DIFFRACTION DIFFRACTION
Interference & Diffraction Gratings
13.4 Double slit interference. From one source and two gaps 1 st bright fringe 1 st bright fringe central fringe.
Lab 10: Wave optics Only 2 more labs to go!! Light is an electromagnetic wave. Because of the wave nature of light it interacts differently than you might.
Chapter 24 Wave Optics Conceptual Quiz Questions.
Young’s Double Slit Experiment.
Chapter 35&36 Interference and the Wave Nature of Light 1.Light as a Wave 2.THE PRINCIPLE OF LINEAR SUPERPOSITION 3.Young's Double-Slit Experiment 4.Diffraction.
© 2012 Pearson Education, Inc. { Chapter 35 Interference.
Like other waves, light waves can add constructively and destructively as shown above. Examples: –Colors seen in soap bubbles –Colors seen in a thin film.
Chapter 37: Interference of Light (Electromagnetic) Waves
Chapter 24 The Wave Nature of Light
AP Physics 2 Unit 7 Refraction and Physical Optics.
Chapter 19: Interference & Diffraction Honors Physics Bloom High School Mr. Barry Latham.
Interference of Light Intensity of double-slit pattern Three slits
Announcements  Homework for tomorrow… (Ch. 22, Probs. 20, 30, & 31) CQ2: a) & c) 22.10: 43.2° 22.12: m 22.13: 7.9 x m  Office hours… MW 12:30-1:30.
Physical Optics Ch 37 and 38. Physical Optics Light is an electromagnetic wave. Wave properties: Diffraction – wave bends around corners, spreads out.
Double the slit width a and double the wavelength
B. Wave optics Huygens’ principle
The Space Movie.
Announcements Final exam day events (Friday, May 12, 10:00am to 12:00pm) 50-point multiple choice end-material test (covering material from chapters 33-36).
Announcements Homework for tomorrow… Ch. 22, Probs. 30, 32, & 49
Wave superposition If two waves are in the same place at the same time they superpose. This means that their amplitudes add together vectorially Positively.
Young’s Double Slit Experiment.
Interference Requirements
A. Double the slit width a and double the wavelength λ.
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.
A. Double the slit width a and double the wavelength l.
Physics 1B03summer-Lecture 11
Interference – Young’s Double-Slit Experiment
The Geometry of Interference and Diffraction
Quiz_02 Interference pattern and intensity
B. Wave optics Huygens’ principle
The waves spread out from the opening!
Presentation transcript:

Chapter 37 Wave Optics EXAMPLES

Chapter 37: Interference of Light Waves: Examples

Example 37.1 Wavelength of a Light Source A viewing screen is separated from a double-slit source by 1.2 between slits is 0.030 mm. The second order bright fringe (m = 2) is 4.5 cm from the center line. Determine the wavelength of the light. Calculate the distance between adjacent bright fringes

Example 37.2 Fringes of Two Wavelengths A light source emits visible light of two wavelengths:  = 430 nm and ’ = 510 nm. The source is used in a double-slit interference experiment in which L = 1.50 m and d = 0.025 mm. Find the separation between the third-order bright fringes.

Example 37.3 Six slits (Quiz 37.2) Sketch the interference patter from six slits The number of secondary maxima is always N – 2 where N is the number of slits Because N = 6, the secondary maxima are 1/36 as intense as the primary maxima.

Objective Questions: 3-6 Conceptual Questions: 1-3 Material for the 2nd Midterm Material from the book to Study!!! Objective Questions: 3-6 Conceptual Questions: 1-3 Problems: 4-9-11-16-19-21-23