Angular correlations in γγ→ρ0ρ0 near threshold

We present an analysis of ρ0ρ0 production by two photons in the ρ0ρ0 invariant mass range from 1.2 to 2.0 GeV. From a study of the angular correlations in the process γγ→ρ0ρ0→π- π+π- we exclude a dominant contribution from JP=0- or 2- states. The data indicate sizeable contributions from JP=0+ for f...

Full description

Bibliographic Details
Main Authors: Althoff, M, Braunschweig, W, Gather, K, Kirschfink, F, Lübelsmeyer, K, Martyn, H, Peise, G, Rimkus, J, Sander, H, Schmitz, D, Siebke, H, Trines, D, Wallraff, W, Boerner, H, Fischer, H, Hartmann, H, Hilger, E, Hillen, W, Knop, G, Köpke, L, Kolanoski, H, Wedemeyer, R, Wermes, N, Wollstadt, M, Burkhardt, H
Format: Journal article
Language:English
Published: Springer-Verlag 1982
_version_ 1797062397519724544
author Althoff, M
Braunschweig, W
Gather, K
Kirschfink, F
Lübelsmeyer, K
Martyn, H
Peise, G
Rimkus, J
Sander, H
Schmitz, D
Siebke, H
Trines, D
Wallraff, W
Boerner, H
Fischer, H
Hartmann, H
Hilger, E
Hillen, W
Knop, G
Köpke, L
Kolanoski, H
Wedemeyer, R
Wermes, N
Wollstadt, M
Burkhardt, H
author_facet Althoff, M
Braunschweig, W
Gather, K
Kirschfink, F
Lübelsmeyer, K
Martyn, H
Peise, G
Rimkus, J
Sander, H
Schmitz, D
Siebke, H
Trines, D
Wallraff, W
Boerner, H
Fischer, H
Hartmann, H
Hilger, E
Hillen, W
Knop, G
Köpke, L
Kolanoski, H
Wedemeyer, R
Wermes, N
Wollstadt, M
Burkhardt, H
author_sort Althoff, M
collection OXFORD
description We present an analysis of ρ0ρ0 production by two photons in the ρ0ρ0 invariant mass range from 1.2 to 2.0 GeV. From a study of the angular correlations in the process γγ→ρ0ρ0→π- π+π- we exclude a dominant contribution from JP=0- or 2- states. The data indicate sizeable contributions from JP=0+ for four pion masses M4π<1.7 GeV and from JP=2+ for M4π>1.7 GeV. The data are also well described by a model with isotropic production and uncorrelated isotropic decay of the ρ0,s. The cross section stays high below the nominal ρ0ρ0 threshold, i.e. M4π<1.5 GeV. The matrix element for ρ0ρ0 production is found to decrease steeply with increasing M4π. Upper limits for the couplings of the ι(1440) and Θ(1640) to γγ and ρ0ρ0 are given:Γ(ι→γγ)·B(ι→ρ 0ρ0)<1.0 keV and Γ(Θ→γγ) © 1982 Springer-Verlag.
first_indexed 2024-03-06T20:44:58Z
format Journal article
id oxford-uuid:35914e03-d9da-4b60-9339-ca897030e507
institution University of Oxford
language English
last_indexed 2024-03-06T20:44:58Z
publishDate 1982
publisher Springer-Verlag
record_format dspace
spelling oxford-uuid:35914e03-d9da-4b60-9339-ca897030e5072022-03-26T13:32:49ZAngular correlations in γγ→ρ0ρ0 near thresholdJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:35914e03-d9da-4b60-9339-ca897030e507EnglishSymplectic Elements at OxfordSpringer-Verlag1982Althoff, MBraunschweig, WGather, KKirschfink, FLübelsmeyer, KMartyn, HPeise, GRimkus, JSander, HSchmitz, DSiebke, HTrines, DWallraff, WBoerner, HFischer, HHartmann, HHilger, EHillen, WKnop, GKöpke, LKolanoski, HWedemeyer, RWermes, NWollstadt, MBurkhardt, HWe present an analysis of ρ0ρ0 production by two photons in the ρ0ρ0 invariant mass range from 1.2 to 2.0 GeV. From a study of the angular correlations in the process γγ→ρ0ρ0→π- π+π- we exclude a dominant contribution from JP=0- or 2- states. The data indicate sizeable contributions from JP=0+ for four pion masses M4π<1.7 GeV and from JP=2+ for M4π>1.7 GeV. The data are also well described by a model with isotropic production and uncorrelated isotropic decay of the ρ0,s. The cross section stays high below the nominal ρ0ρ0 threshold, i.e. M4π<1.5 GeV. The matrix element for ρ0ρ0 production is found to decrease steeply with increasing M4π. Upper limits for the couplings of the ι(1440) and Θ(1640) to γγ and ρ0ρ0 are given:Γ(ι→γγ)·B(ι→ρ 0ρ0)<1.0 keV and Γ(Θ→γγ) © 1982 Springer-Verlag.
spellingShingle Althoff, M
Braunschweig, W
Gather, K
Kirschfink, F
Lübelsmeyer, K
Martyn, H
Peise, G
Rimkus, J
Sander, H
Schmitz, D
Siebke, H
Trines, D
Wallraff, W
Boerner, H
Fischer, H
Hartmann, H
Hilger, E
Hillen, W
Knop, G
Köpke, L
Kolanoski, H
Wedemeyer, R
Wermes, N
Wollstadt, M
Burkhardt, H
Angular correlations in γγ→ρ0ρ0 near threshold
title Angular correlations in γγ→ρ0ρ0 near threshold
title_full Angular correlations in γγ→ρ0ρ0 near threshold
title_fullStr Angular correlations in γγ→ρ0ρ0 near threshold
title_full_unstemmed Angular correlations in γγ→ρ0ρ0 near threshold
title_short Angular correlations in γγ→ρ0ρ0 near threshold
title_sort angular correlations in γγ ρ0ρ0 near threshold
work_keys_str_mv AT althoffm angularcorrelationsinngr0r0nearthreshold
AT braunschweigw angularcorrelationsinngr0r0nearthreshold
AT gatherk angularcorrelationsinngr0r0nearthreshold
AT kirschfinkf angularcorrelationsinngr0r0nearthreshold
AT lubelsmeyerk angularcorrelationsinngr0r0nearthreshold
AT martynh angularcorrelationsinngr0r0nearthreshold
AT peiseg angularcorrelationsinngr0r0nearthreshold
AT rimkusj angularcorrelationsinngr0r0nearthreshold
AT sanderh angularcorrelationsinngr0r0nearthreshold
AT schmitzd angularcorrelationsinngr0r0nearthreshold
AT siebkeh angularcorrelationsinngr0r0nearthreshold
AT trinesd angularcorrelationsinngr0r0nearthreshold
AT wallraffw angularcorrelationsinngr0r0nearthreshold
AT boernerh angularcorrelationsinngr0r0nearthreshold
AT fischerh angularcorrelationsinngr0r0nearthreshold
AT hartmannh angularcorrelationsinngr0r0nearthreshold
AT hilgere angularcorrelationsinngr0r0nearthreshold
AT hillenw angularcorrelationsinngr0r0nearthreshold
AT knopg angularcorrelationsinngr0r0nearthreshold
AT kopkel angularcorrelationsinngr0r0nearthreshold
AT kolanoskih angularcorrelationsinngr0r0nearthreshold
AT wedemeyerr angularcorrelationsinngr0r0nearthreshold
AT wermesn angularcorrelationsinngr0r0nearthreshold
AT wollstadtm angularcorrelationsinngr0r0nearthreshold
AT burkhardth angularcorrelationsinngr0r0nearthreshold