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$Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2$

Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2

by Friedrich, Jörg , Bartsch, Peter , Rohe, Daniela , Friedrich, Jan M , Walcher, Thomas , Derber, Sabine , Liesenfeld, Arnd , Potokar, M , Kohl, Michael , Bernstein, Aron M , Kozlov, Alexander , Ding, Matthias , Pavan, Marcello , Clawiter, Norbert , Krygier, K W , Merkel, Harald , Neuhausen, Reiner , Širca, Simon , Merle, Pascal , Bermuth, Jörg , Schmieden, Hartmut , Weis, Markus , Ewald, Ingo , Pospischil, Thomas , Baumann, Dagmar , Bohinc, Klemen , Böhm, Ralph , Distler, Michael O , Kahrau, Marco , Müller, Ulrich , Rosner, Günther , Wagner, Axel

in Chiral dynamics / Momentum transfer / Multipoles / Perturbation theory / S waves

2001

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Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2

in Chiral dynamics / Momentum transfer / Multipoles / Perturbation theory / S waves

2001

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$Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2$

Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2

in Chiral dynamics / Momentum transfer / Multipoles / Perturbation theory / S waves

2001

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$Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2$

Paper

Coherent \\pi^0 threshold production from the deuteron at Q^2 = 0.1 GeV^2/c^2

Friedrich, Jörg,

Bartsch, Peter,

Rohe, Daniela,

Friedrich, Jan M,

Walcher, Thomas,

Derber, Sabine,

Liesenfeld, Arnd,

Potokar, M,

Kohl, Michael,

Bernstein, Aron M,

Kozlov, Alexander,

Ding, Matthias,

Pavan, Marcello,

Clawiter, Norbert,

Krygier, K W,

Merkel, Harald,

Neuhausen, Reiner,

Širca, Simon,

Merle, Pascal,

Bermuth, Jörg,

Schmieden, Hartmut,

Weis, Markus,

Ewald, Ingo,

Pospischil, Thomas,

Baumann, Dagmar,

Bohinc, Klemen,

Böhm, Ralph,

Distler, Michael O,

Kahrau, Marco,

Müller, Ulrich,

Rosner, Günther,

Wagner, Axel

2001

Overview

First data on coherent threshold \\pi^0 electroproduction from the deuteron taken by the A1 Collaboration at the Mainz Microtron MAMI are presented. At a four-momentum transfer of q^2=-0.1 GeV^2/c^2 the full solid angle was covered up to a center-of-mass energy of 4 MeV above threshold. By means of a Rosenbluth separation the longitudinal threshold s wave multipole and an upper limit for the transverse threshold s wave multipole could be extracted and compared to predictions of Heavy Baryon Chiral Perturbation Theory.

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Publisher

Cornell University Library, arXiv.org

Subject

Chiral dynamics

/ Momentum transfer

/ Multipoles

/ Perturbation theory

/ S waves