'Wave mechanics' diaporamas de présentation

MODERN ATOMIC THEORY

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The Bohr Atom

The Bohr Atom. Thompson: plum pudding Rutherford: nucleus in a sea of electrons. Bohr: planetary model. Wave velocity = (wavelength)(frequency). Review of wave mechanics. The Bohr Atom. The electromagnetic spectra: figure 6.2, p. 132

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Chapter 7: QUANTUM THEORY OF THE ATOM

Vanessa N. Prasad-Permaul Valencia Community College CHM 1045. Chapter 7: QUANTUM THEORY OF THE ATOM. THE WAVE NATURE OF LIGHT. Frequency, ?: The number of wave peaks that pass a given point per unit time (1/s) Wavelength, ?: The distance from one wave peak to the next (nm or m)

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CHAPTER 6:

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Lecture 7: Quantum Numbers and Electron Configurations

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Rise of the Quantum Theory

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The Bohr Model; Wave Mechanics and Orbitals

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Development of the Atomic Model

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ECEE 302: Electronic Devices

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A lecture series on relativity theory and quantum mechanics

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Origins of the quantum theory

Sabina Chiriotti IFAE Thursday meeting, March 26 th 2009. Origins of the quantum theory. To know the Revolutionary impact of quantum physics one need first to look at pre-quantum physics:. The old quantum theory. Max Planck .

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Discovery of the Electron, Models, and Theories.

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CHAPTER 2 Introduction to Quantum Mechanics

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Lecture 1: RDCH 702 Introduction

Lecture 1: RDCH 702 Introduction. Class organization Outcomes Grading Chart of the nuclides Description and use of chart Data Radiochemistry introduction Atomic properties Nuclear nomenclature X-rays Types of decays Forces. RDCH 702: Introduction. Outcomes for RDCH 702

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Modern Physics lecture X

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Modern Physics lecture IV

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General Structure of Wave Mechanics (Ch. 5)

General Structure of Wave Mechanics (Ch. 5). Sections 5-1 to 5-3 review items covered previously use Hermitian operators to represent observables (H,p,x) eigenvalues of Hermitian operators are real and give the expectation values

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Vector Spaces for Quantum Mechanics

Vector Spaces for Quantum Mechanics. PHYS 20602. Aim of course. To introduce the idea of vector spaces and to use it as a framework to solve problems in quantum mechanics. More general than wave mechanics, e.g. natural way of treating spin

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Unit 9 Test Review

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