On the Dynamics of the Fermi-Bose model

Publication: Research - peer-reviewConference abstract for conference – Annual report year: 2012

Standard

On the Dynamics of the Fermi-Bose model. / Ögren, Magnus.

2012. Abstract from BIT Circus 2012, Lyngby, Denmark.

Publication: Research - peer-reviewConference abstract for conference – Annual report year: 2012

Harvard

Ögren, M 2012, 'On the Dynamics of the Fermi-Bose model' BIT Circus 2012, Lyngby, Denmark, 23/08/12 - 24/08/12,

APA

Ögren, M. (2012). On the Dynamics of the Fermi-Bose model. Abstract from BIT Circus 2012, Lyngby, Denmark.

CBE

Ögren M. 2012. On the Dynamics of the Fermi-Bose model. Abstract from BIT Circus 2012, Lyngby, Denmark.

MLA

Vancouver

Ögren M. On the Dynamics of the Fermi-Bose model. 2012. Abstract from BIT Circus 2012, Lyngby, Denmark.

Author

Ögren, Magnus / On the Dynamics of the Fermi-Bose model.

2012. Abstract from BIT Circus 2012, Lyngby, Denmark.

Publication: Research - peer-reviewConference abstract for conference – Annual report year: 2012

Bibtex

@misc{989427b35ed9486aa29683e95022df28,
title = "On the Dynamics of the Fermi-Bose model",
author = "Magnus Ögren",
year = "2012",
type = "ConferencePaper <importModel: ConferenceImportModel>",

}

RIS

TY - ABST

T1 - On the Dynamics of the Fermi-Bose model

A1 - Ögren,Magnus

AU - Ögren,Magnus

PY - 2012

Y1 - 2012

N2 - In this talk we formulate and prove results for the exponential matrix representing the dynamics of the Fermi-Bose model in an undepleted bosonic field approximation. A recent application of this model is molecular dimmers dissociating into its atomic compounds. The problem is solved in D spatial dimensions by dividing the system matrix into blocks with generalizations of Hankel matrices, here refered to as D-block Hankel-matrices. The method is practically useful for treating large systems, i.e. dense computational grids or higher spatial dimensions, either on a single standard computer or a cluster. In particular the results can be used for studies of threedimensional physical systems of arbitrary geometry. We illustrate the generality of our approach by giving numerical results for the dynamics of Glauber type atomic pair correlation functions for a non-isotropic three-dimensional harmonically trapped molecular Bose-Einstein condensate.

AB - In this talk we formulate and prove results for the exponential matrix representing the dynamics of the Fermi-Bose model in an undepleted bosonic field approximation. A recent application of this model is molecular dimmers dissociating into its atomic compounds. The problem is solved in D spatial dimensions by dividing the system matrix into blocks with generalizations of Hankel matrices, here refered to as D-block Hankel-matrices. The method is practically useful for treating large systems, i.e. dense computational grids or higher spatial dimensions, either on a single standard computer or a cluster. In particular the results can be used for studies of threedimensional physical systems of arbitrary geometry. We illustrate the generality of our approach by giving numerical results for the dynamics of Glauber type atomic pair correlation functions for a non-isotropic three-dimensional harmonically trapped molecular Bose-Einstein condensate.

ER -