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MASSACHUSETTS INSTITUTE OF TECHNOLOGY  DEPARTMENT OF PHYSICS
MASSACHUSETTS INSTITUTE OF TECHNOLOGY DEPARTMENT OF PHYSICS

UNIT 7 ATOMIC AND NUCLEAR PHYSICS
UNIT 7 ATOMIC AND NUCLEAR PHYSICS




... 11) Two loud speakers are working in phase, producing waves with a wavelength of 1.44m. A listener is standing half way between the two speakers. In order to get to a destructive interference point, he needs to move toward one of the speakers by a distance of 0.18m 0.36m 0.72m 1.44m 2.88m 12) In ord ...
What do the numbers 238, 235 written against the name of the
What do the numbers 238, 235 written against the name of the

[30 pts] While the spins of the two electrons in a hydrog
[30 pts] While the spins of the two electrons in a hydrog

... a) Why is the Pauli exclusion priciple apparently violated for the protons? ie. why can the protons have arbitrary spins, while the spins of the two electrons must be different? b) List the possible combinations of quantum numbers (ms1 , ms2 ). c) What is the degeracy of the ground state? d) The deg ...
MASSACHUSETTS INSTITUTE OF TECHNOLOGY
MASSACHUSETTS INSTITUTE OF TECHNOLOGY

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Chapter 14 PowerPoint

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Energy and Work

... amount of kinetic and potential energy in a system. Ex: Roller coasters. At the top of hills, they have high PE and low KE. When they go downhill, then they have low PE and high KE. ...
Boltzmann factors and partition functions revisited
Boltzmann factors and partition functions revisited

Unit 3-Energy and Momentum Study Guide
Unit 3-Energy and Momentum Study Guide

...  Why didn’t the egg break on the sheet?  What happened during the marbles and collision lab and what did this show?  How does a gyroscope work?  How does a pendulum work in terms of TME, KE, and PE?  How did the racquetball go so high during the ball drops demo?  Why did the energy vehicles a ...
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Diapositiva 1

... Below a certain temperature a macroscopic atomic fraction occupies the lowest energy state ...
Chapter-09_Summary
Chapter-09_Summary

Atomic Structure and Atomic Spectra
Atomic Structure and Atomic Spectra

... Three years later, Schrodinger introduced his wave equation, whose solutions are the wavefunctions for a particle trapped in a potential well. Since the wave function contains all that is knowable about a particle that is behaving as a wave, when Schrodinger's equation is applied to an electron bou ...
Linear vs Rotational Motion ∑ ω
Linear vs Rotational Motion ∑ ω

EMR and the Bohr Model of the Atom
EMR and the Bohr Model of the Atom

... Behavior Of Light • The success of Einstein’s work in explaining the photoelectric effect was largely responsible for the acceptance of the particle behavior of light • Ephoton = h • E = mc2 ...
TAP 506- 1: Diffraction of electrons
TAP 506- 1: Diffraction of electrons

... As the discussion in this section is almost entirely in terms of electron diffraction, students might get the idea that only electrons exhibit wave–particle duality whereas in fact it applies to all particles. You might like to mention that neutron diffraction is also used as a tool for probing mate ...
Classical Models of Subatomic Particles
Classical Models of Subatomic Particles

... While we regard the search for an interior solution to match onto the Kerr-Newman metric as being of interest in its own right, we argue here that assertions concerning the negativity of the rest mass density of the electron (and all other known elementary particles) are unwarranted. The unphysical ...
المحاضرة الثانية اساسيات الكم
المحاضرة الثانية اساسيات الكم

Modern Theory of the Atom: Quantum Mechanical Model
Modern Theory of the Atom: Quantum Mechanical Model

Nuclear and Hadron physics
Nuclear and Hadron physics

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CHM 3411 - Physical Chemistry II

Name: Score: /out of 100 possible points OPTI 511R, Spring 2015
Name: Score: /out of 100 possible points OPTI 511R, Spring 2015

ParticleDetection2_2012
ParticleDetection2_2012

W11Physics1CLec28Afkw
W11Physics1CLec28Afkw

... But if the energy of the photon is greater than the work function of the metal then the electron will be liberated and given kinetic energy, as well. The maximum kinetic energy of the liberated photoelectron is: ...
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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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