2001
DOI: 10.1103/physrevc.63.025204
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Meson-meson scattering in the quark model: Spin dependence and exotic channels

Abstract: We apply a quark interchange model to spin-dependent and exotic meson-meson scattering. The model includes the complete set of standard quark model forces, including OGE spin-orbit and tensor and scalar confinement spin-orbit. Scattering amplitudes derived assuming SHO and * email: barnes@bethe.phy.ornl.gov † email: nblack@nomad.phys.utk.edu ‡ email: swansone@pitt.edu 1 Coulomb plus linear plus hyperfine meson wavefunctions are compared. In I=2 ππ we find approximate agreement with the S-wave phase shift from … Show more

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Cited by 55 publications
(62 citation statements)
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“…Following this systematic procedure, we can convert a general T-matrix into an equivalent potential operator. In this work, we obtain the local potential by Fourier transforming the leading terms T (0) (q) of the scattering amplitude T f i , which is common in potential model [37,38]. Since the propagators are off-shell, we introduce form factor at each vertex when writing out the scattering amplitude, the usual form factor is expressed as [39,40] …”
Section: Converting the T-matrix Into The Effective Potentialmentioning
confidence: 99%
“…Following this systematic procedure, we can convert a general T-matrix into an equivalent potential operator. In this work, we obtain the local potential by Fourier transforming the leading terms T (0) (q) of the scattering amplitude T f i , which is common in potential model [37,38]. Since the propagators are off-shell, we introduce form factor at each vertex when writing out the scattering amplitude, the usual form factor is expressed as [39,40] …”
Section: Converting the T-matrix Into The Effective Potentialmentioning
confidence: 99%
“…In a quark interchange model calculation, Barnes, Black, and Swanson [7] predict φ(D − S) = 14 deg. Our measurement, φ(D − S) = 10.54 ± (2.4) stat ± (3.9) sys deg, is consistent with their prediction.…”
Section: Discussionmentioning
confidence: 99%
“…In the limit of a large number of colours N c in QCD there are no four-quark states, but only meson-meson molecules [21]. [20,22], QCD sum rules [23], quark-antiquark pair exchange models [14,24], four-quark potential [19,25], flux-tube [26] and other [27] models, and molecular models with meson exchange [28]. We adopt the latter.…”
Section: Exchange Mesonsmentioning
confidence: 99%
“…[18] and using the effective vertices, we can write down the scattering amplitude between the two constituent mesons in momentum space and convert it into configuration space by a Fourier transformation. This procedure was used to derive the effective potential between a quark and an antiquark [14]. We consider all pseudoscalar, scalar and vector meson exchanges in t-, s-and u-channel, and indicate explicit expressions for the processes that need to be included in our calculations.…”
Section: Effective Potential Between Two Constituent Mesonsmentioning
confidence: 99%
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