CQT Lecture 3: Probabilities, Wavefunctions and Green Functions

Update: 2006-12-08

Description

Objective: To extend the simple model from Lecture 2 into the full-blown model combines the NEGF (Non-Equilibrium Green Function) method with the Landauer approach.

Comments

In Channel

HCIS-15 Lecture: Nanodevices and Maxwell’s Demon

2007-07-23--:--

PASI Lecture: Nanodevices and Maxwell's Demon, Part 2

2007-06-14--:--

PASI Lecture: Nanodevices and Maxwell's Demon, Part 1

2007-06-13--:--

$McCoy Lecture: Nanodevices and Maxwell\'s Demon$

McCoy Lecture: Nanodevices and Maxwell\'s Demon

2006-12-08--:--

CQT Lecture 4: Coulomb blockade and Fock space

2006-12-08--:--

CQT Lecture 3: Probabilities, Wavefunctions and Green Functions

2006-12-08--:--

CQT Lecture 2: Electrical Resistance - A Simple Model

2006-12-08--:--

CQT Lecture 1: Nanodevices and Maxwell's Demon

2006-12-08--:--

CQT Introduction

2006-12-08--:--

00:00

CQT Lecture 3: Probabilities, Wavefunctions and Green Functions

#box-pro-ellipsis-176242439218039{-webkit-line-clamp:2;}CQT Lecture 3: Probabilities, Wavefunctions and Green Functions

CQT Lecture 3: Probabilities, Wavefunctions and Green Functions

Supriyo Datta

CQT Lecture 3: Probabilities, Wavefunctions and Green Functions