'Expectation value' diaporamas de présentation

Information Security -- Part II Public-Key Encryption and Hash Functions

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Chapter 2

Chapter 2. The Schrodinger Equation. wave function of a free particle. Time dependent Schrodinger equation. The probability density. Expectation values for momentum and energy. Operators. Relation between expectation values and operators. Wave equation. Dr. Maha Torjman.

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The relativistic time-dependent Aharonov-Bohm effect in two spatial dimensions

The relativistic time-dependent Aharonov-Bohm effect in two spatial dimensions. Athan Petridis Zachary Kertzman Drake University. The Aharonov-Bohm effect. The charged fermions interact directly with the e/m 4-potential, NOT the electric or magnetic fields.

617 views • 46 slides

Health Physics

Health Physics. 1b: Dosimetric Quantities (and terms). Activity, A p. Definition: A = dN / dt = ? p x N

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Quantum Mechanics, part 3 Trapped electrons

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Correlated Momentum distributions in nuclear systems

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Physics 451

Physics 451. Quantum mechanics I Fall 2012. Sep 10, 2012 Karine Chesnel. Homework. Homework 4: T Sep 11 by 7pm Pb 1.9, 1.14, 2.1, 2.2 Homework 5: Th Sep 13 by 7pm Pb 2.4, 2.5, 2.7, 2.8. Quantum mechanics. Announcements. Quantum mechanics.

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Bayesian estimation

943 views • 15 slides

Physics 451

Physics 451. Quantum mechanics I Fall 2012. Oct 8, 2012 Karine Chesnel. Quantum mechanics. Announcements. Homework this week: HW # 12 due Thursday Oct 11 by 7pm A8, A9, A11, A14, 3.1, 3.2. Quantum mechanics. A friendly message from the TA to the students:

224 views • 11 slides

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

310 views • 10 slides

Wavepackets etc.

Plane wave eigenstates:. Free particle. x. Wavepackets etc. scattering states non-normalizable continuous spectra. Linear superpositions of plane wave solutions. with. Normalization:. Wavepackets. Example 1. Unfortunately, the integrand is badly behaved and difficult to

178 views • 10 slides

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

279 views • 10 slides