transfer matrix formulation of scattering theory in
play

Transfer Matrix Formulation of Scattering Theory in Arbitrary - PowerPoint PPT Presentation

Oct 28, 2022 •49 likes •669 views

Transfer Matrix Formulation of Scattering Theory in Arbitrary Dimensions Ali Mostafazadeh (Ko University) in collaboration with Farhang Loran (Isfahan Univ. Tech.) Supported by Turkish Acad. Sci. & TB TAK (Project 112T951) Outline: -

  1. Transfer Matrix Formulation of Scattering Theory in Arbitrary Dimensions Ali Mostafazadeh (Koç University) in collaboration with Farhang Loran (Isfahan Univ. Tech.) Supported by Turkish Acad. Sci. & TÜB İ TAK (Project 112T951)

  2. Outline: - Introduction: Transfer matrix versus S-matrix in 1D - Statement of the problem - Transfer matrix in 1D as a non-unitary S-matrix - Transfer matrix in 2D: Definition & properties - Applications: Delta-function potential in 2D & slab laser with a surface line defect - Generalization to 3D

Recommend

EQUIVALENCE BETWEEN THE COMPLEX-ROTATION AND SCATTERING-MATRIX RESONANCES IN THE

EQUIVALENCE BETWEEN THE COMPLEX-ROTATION AND SCATTERING-MATRIX RESONANCES IN THE

EQUIVALENCE BETWEEN THE COMPLEX-ROTATION AND SCATTERING-MATRIX RESONANCES IN THE FRIEDRICHS-FADDEEV MODEL Alexander K. Motovilov Bogoliubov Laboratory of Theoretical Physics JINR, Dubna Workshop on Operator Theory and Krein Spaces TU Vienna,

474 views • 22 slides
Radiation Transfer with Scattering Process Yoshiaki Kato (NAOJ) Radiation Transfer Equation

Radiation Transfer with Scattering Process Yoshiaki Kato (NAOJ) Radiation Transfer Equation

Radiation Transfer with Scattering Process Yoshiaki Kato (NAOJ) Radiation Transfer Equation with Scattering Process Line Profile Formation Scattering Processes Complete Frequency Re-Distribution (CRD) Partial

714 views • 15 slides
SCATTERING THEORY IN NONRELATIVISTIC QUANTUM FIELD THEORY Jan Derezi nski 1 1. Basic

SCATTERING THEORY IN NONRELATIVISTIC QUANTUM FIELD THEORY Jan Derezi nski 1 1. Basic

SCATTERING THEORY IN NONRELATIVISTIC QUANTUM FIELD THEORY Jan Derezi nski 1 1. Basic abstract scattering theory 2. Scattering of 2-body Schr odinger operators 3. Second quantization 4. Nonrelativistic QED 5. Scattering of Hamiltonians

1.3k views • 102 slides
Transfer Matrix Method G. Eric Moorhouse, University of Wyoming Reference: Transfer Matrix

Transfer Matrix Method G. Eric Moorhouse, University of Wyoming Reference: Transfer Matrix

Transfer Matrix Method G. Eric Moorhouse, University of Wyoming Reference: Transfer Matrix Method I.M. Gessel and R.P. Stanley, Algebraic Enu- meration, in Handbook of Combinatorics Vol. 2 , ed. R.L. Graham et al., Elsevier, 1995,

393 views • 23 slides
Scattering in a Euclidean formulation of relativistic quantum mechanics W. N. Polyzou The

Scattering in a Euclidean formulation of relativistic quantum mechanics W. N. Polyzou The

Scattering in a Euclidean formulation of relativistic quantum mechanics W. N. Polyzou The University of Iowa Contributors (students/former students) Victor Wessels: Few-Body Systems, 35(2004)51 Philip Kopp: Phys. Rev. D85,016004(2012) Gordon

302 views • 28 slides
Scattering - Introduction We will consider two types of scattering Scattering on

Scattering - Introduction We will consider two types of scattering Scattering on

Scattering - Introduction We will consider two types of scattering Scattering on electron (q=-e, me=9.110-31 kg) which results in high energy losses but small deflections Scattering on nuclei (q=Ze, mn>>me) which are

150 views • 12 slides
Effective Field Theory of Forward Scattering and Factorization Violation In collaboration with

Effective Field Theory of Forward Scattering and Factorization Violation In collaboration with

Effective Field Theory of Forward Scattering and Factorization Violation In collaboration with Iain Stewart SCET 2015 Santa Fe Total Scattering Cross Sections in QFT Consider the total scattering cross section for neutral particles Z d

296 views • 27 slides
SCATTERING THEORY FOR LINDBLAD MASTER EQUATIONS MARCO FALCONI, JRMY FAUPIN, JRG FRHLICH,

SCATTERING THEORY FOR LINDBLAD MASTER EQUATIONS MARCO FALCONI, JRMY FAUPIN, JRG FRHLICH,

SCATTERING THEORY FOR LINDBLAD MASTER EQUATIONS MARCO FALCONI, JRMY FAUPIN, JRG FRHLICH, AND BAPTISTE SCHUBNEL Abstract. We study scattering theory for a quantum-mechanical system consisting of a particle scattered off a dynamical target

606 views • 33 slides
Scattering: introduction Thus far we concentrated on energy loss We now wish to

Scattering: introduction Thus far we concentrated on energy loss We now wish to

Scattering: introduction Thus far we concentrated on energy loss We now wish to quantify scattering, i.e. momentum transfer P. Piot, PHYS 571 Fall 2007 Differential cross-section I Let N be the number of particles scattered

122 views • 11 slides
Quark-hadron duality in inelastic scattering IOANA NICULESCU JAMES MADISON UNIVERSITY HIX2019

Quark-hadron duality in inelastic scattering IOANA NICULESCU JAMES MADISON UNIVERSITY HIX2019

Quark-hadron duality in inelastic scattering IOANA NICULESCU JAMES MADISON UNIVERSITY HIX2019 AUGUST 19, 2019 Inclusive Electron Scattering Formalism Q 2 : Four-momentum transfer x : Bjorken variable (=Q 2 /2Mn) n : Energy transfer M :

818 views • 33 slides
Transmission Eigenvalues in Inverse Scattering Theory Fioralba Cakoni Department of Mathematical

Transmission Eigenvalues in Inverse Scattering Theory Fioralba Cakoni Department of Mathematical

TE and Scattering Theory Isotropic Media Anisotropic Media Open Problems Transmission Eigenvalues in Inverse Scattering Theory Fioralba Cakoni Department of Mathematical Sciences University of Delaware Newark, DE 19716, USA email:

1.1k views • 35 slides
Transmission Eigenvalues in Inverse Scattering Theory David Colton Department of Mathematical

Transmission Eigenvalues in Inverse Scattering Theory David Colton Department of Mathematical

TE and Scattering Theory Spherically Stratified Media Transmission Eigenvalues Open Problem Transmission Eigenvalues in Inverse Scattering Theory David Colton Department of Mathematical Sciences University of Delaware Newark, DE 19716, USA

495 views • 28 slides
Galerkin Finite Element Model for Heat Transfer Introductory Course on Multiphysics Modelling T

Galerkin Finite Element Model for Heat Transfer Introductory Course on Multiphysics Modelling T

Notation remarks Local differential formulation Global integral formulations Matrix formulations Galerkin Finite Element Model for Heat Transfer Introductory Course on Multiphysics Modelling T OMASZ G. Z IELI NSKI

445 views • 32 slides
Theory of double parton scattering: basics and open questions M. Diehl Deutsches

Theory of double parton scattering: basics and open questions M. Diehl Deutsches

Theory of double parton scattering: basics and open questions M. Diehl Deutsches Elektronen-Synchroton DESY DESY Forum on Double Parton Scattering 19 and 20 May 2015 DESY Introduction Theory level 1 Theory level 1.5 Theory level 2 Theory

426 views • 23 slides
Proton Compton Scattering In Unified Proton- + Theory ZHANG Yun (Collaboration With

Proton Compton Scattering In Unified Proton- + Theory ZHANG Yun (Collaboration With

Outline Background and Motivation The Model Proton Compton Scattering Vertex Structure Summary 2011 Cross Strait Meeting on Particle Physics and Cosmology Proton Compton Scattering In Unified Proton- + Theory ZHANG Yun (Collaboration

694 views • 48 slides
Some results on time-dependent scattering theory without positive conserved energy Dietrich H

Some results on time-dependent scattering theory without positive conserved energy Dietrich H

Some results on time-dependent scattering theory without positive conserved energy Dietrich H afner joint work with V. Georgescu, C. G erard Institut Fourier, Universit e de Grenoble 1 Spectral and scattering theories in Quantum Field

1.16k views • 68 slides
SCATTERING THEORY AT LOW ENERGIES Erik Skibsted Jan Derezi nski 1 Special class of

SCATTERING THEORY AT LOW ENERGIES Erik Skibsted Jan Derezi nski 1 Special class of

SCATTERING THEORY AT LOW ENERGIES Erik Skibsted Jan Derezi nski 1 Special class of potentials The main topic of our work was scattering theory for a certain special class of potentials. Scattering for this class has a very interesting

377 views • 25 slides
Particle Growth in Mixed Matrix Polymer Membranes: Using Ultra-Small Angle Neutron Scattering to

Particle Growth in Mixed Matrix Polymer Membranes: Using Ultra-Small Angle Neutron Scattering to

Particle Growth in Mixed Matrix Polymer Membranes: Using Ultra-Small Angle Neutron Scattering to Observe Transient Phenomena in Casting Solutions Rachel R. Ford, Joey D. Kim, Kunlun Hong, Mamadou S. Diallo, and Julia A. Kornfield* Korea-US

489 views • 8 slides
Game theory (Ch. 17.5) Game theory Typically game theory uses a payoff matrix to represent the

Game theory (Ch. 17.5) Game theory Typically game theory uses a payoff matrix to represent the

Game theory (Ch. 17.5) Game theory Typically game theory uses a payoff matrix to represent the value of actions The first value is the reward for the left player, right for top (positive is good for both) Dominance & equilibrium Here is

485 views • 29 slides
02941 Physically Based Rendering Subsurface Scattering Jeppe Revall Frisvad June 2020 Volumes

02941 Physically Based Rendering Subsurface Scattering Jeppe Revall Frisvad June 2020 Volumes

02941 Physically Based Rendering Subsurface Scattering Jeppe Revall Frisvad June 2020 Volumes to surfaces From local to global formulation [Preisendorfer 1965]. refraction medium medium scattering absorption subsurface scattering

454 views • 19 slides
The Pink Lecture Series: Scattering Amplitudes in String Theory Daniel H artl

The Pink Lecture Series: Scattering Amplitudes in String Theory Daniel H artl

The Pink Lecture Series: Scattering Amplitudes in String Theory Daniel H artl Max-Planck-Institut f ur Physik, M unchen IMPRS Young Scientist Workshop at Ringberg Castle July 29, 2009 Daniel H artl (MPP) Scattering Amplitudes in

724 views • 25 slides
A Matrix Formulation for Small- x RG Improved Evolution Marcello Ciafaloni ciafaloni@fi.infn.it

A Matrix Formulation for Small- x RG Improved Evolution Marcello Ciafaloni ciafaloni@fi.infn.it

A Matrix Formulation for Small- x RG Improved Evolution Marcello Ciafaloni ciafaloni@fi.infn.it University of Florence and INFN Florence (Italy) In collaboration with: D. Colferai G.P . Salam A.M. Sta sto RadCor Conference, GGI

621 views • 31 slides
Interaction matrix for terrestrial pathways of tritium transfer and discussion Sverine Le

Interaction matrix for terrestrial pathways of tritium transfer and discussion Sverine Le

Interaction matrix for terrestrial pathways of tritium transfer and discussion Sverine Le Dizs Environment and Emergency Operations Division Department for the Study of Radionuclide Behavior in Ecosystems Environmental Modelling

477 views • 6 slides
YET ANOTHER EASILY FORMULATED YET UNSOLVED PROBLEM IN MATRIX THEORY DMITRY S.

YET ANOTHER EASILY FORMULATED YET UNSOLVED PROBLEM IN MATRIX THEORY DMITRY S.

YET ANOTHER EASILY FORMULATED YET UNSOLVED PROBLEM IN MATRIX THEORY DMITRY S. KALIUZHNYI-VERBOVETSKYI, ILYA M. SPITKOVSKY, AND HUGO J. WOERDEMAN Dubrovnik, May 14 2009 1 2 1. Introduction A matrix N C n n is called normal if N N = NN

1.23k views • 73 slides

More recommend