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Unit 4-3 Noteguide Phsyics and Quantem Mechanical
Unit 4-3 Noteguide Phsyics and Quantem Mechanical

... Classical Mechanics vs. Quantum Mechanics --Classical deals with describing the motion of large bodies and quantum describes the motion of subatomic particles and atoms as waves. --Heisenberg = can’t find the exact velocity and position of a particle at the same time (like electrons) --Why? Because ...
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Document

... Q. What is the de Broglie wavelength of an electron that has a kinetic energy of 100 eV? After an electron is accelerated in 100 V potential difference, its kinetic energy is 100 eV. eV unit has to be converted into SI unit, Joule. 1 eV = 1.6 x 10-19 J ...
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Section 9

Chapter 11: Electromagnetic Waves
Chapter 11: Electromagnetic Waves

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Relativity Problem Set 9

The Compton Effect
The Compton Effect

PHY215: Study Guide for Introductory Quantum Mechanics    Explain  1.  Cathode Ray tubes, Cathode rays, and the generation of X‐rays. 
PHY215: Study Guide for Introductory Quantum Mechanics    Explain  1. Cathode Ray tubes, Cathode rays, and the generation of X‐rays. 

... 1. Cathode Ray tubes, Cathode rays, and the generation of X‐rays.  2. The  photoelectric  effect,  Compton  Scattering,  Planck’s  constant:  explain  how light behaves as though it is made of particles.  3. The  de  Broglie  wavelength,  the  Davisson‐Germer  experiment:  explain  how electrons (an ...
De Broglie waves
De Broglie waves

... intensity with angle, distinct maximum and minimum were observed with their positions depending on the electron energy. • The Bragg equation for maxima in the diffraction pattern is: n  2d sin  • In a particular case, a beam of 54eV electrons were directed perpendicularly at the nickel target and ...
Atomic Emission Spectra and Quantum mechanical Model
Atomic Emission Spectra and Quantum mechanical Model

Chapter 27: Summary
Chapter 27: Summary

l - Gordon State College
l - Gordon State College

... Chapter 7 The Quantum Mechanical Model of the Atom ...
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Part 1 Electron Arrangement

... electrons could be particles yet they gave off waves of light. • De Broglie suggested that electrons could be considered waves confined to space around a nucleus only at specific frequencies. • Diffraction experiments proved that electron beams can interfere with each other and produce areas of low ...
L - BYU Physics and Astronomy
L - BYU Physics and Astronomy

Lecture XIII_XIV
Lecture XIII_XIV

... introduced in his lifetime. The photoelectric effect pointed to the particle properties of light, which had been considered to be a wave phenomenon. He wondered if electons and other "particles" might exhibit wave properties. The application of these two new ideas to light pointed to an interesting ...
Final Exam Solutions - University of California San Diego
Final Exam Solutions - University of California San Diego

Quantum mechanics of light dispersion: does the photon have mass?
Quantum mechanics of light dispersion: does the photon have mass?

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Chapter 7 NotesAA

Waves - Valdosta State University
Waves - Valdosta State University

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Atomic Structure

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Quantum Mechanics

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You may recall the formula: V = W/q Potential difference between
You may recall the formula: V = W/q Potential difference between

... Max Planck studied radiation from a hot object  ­ explained experimental evidence by saying that radiant     energy is absorbed and radiated as multiples of    h • f, where     h is a constant and f is the frequency  ­ energy is absorbed and radiated by matter in "bundles"  he     called quanta (now ...
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2/25/11 QUANTUM MECHANICS II (524) PROBLEM SET 6 (hand in

Thursday, 1/29/09 - Liberty Union High School District
Thursday, 1/29/09 - Liberty Union High School District

Homework Set 1
Homework Set 1

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Theoretical and experimental justification for the Schrödinger equation

The theoretical and experimental justification for the Schrödinger equation motivates the discovery of the Schrödinger equation, the equation that describes the dynamics of nonrelativistic particles. The motivation uses photons, which are relativistic particles with dynamics determined by Maxwell's equations, as an analogue for all types of particles.This article is at a postgraduate level. For a more general introduction to the topic see Introduction to quantum mechanics.
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