1990
DOI: 10.1103/physrevc.42.1853
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Partial-wave analysis of pion photoproduction

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Cited by 102 publications
(105 citation statements)
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“…In inclusive electron scattering data [10] a P 11 resonance has not been observed; however, in γ -induced processes it is rather small but clearly observed (see, e.g. [11]). In an attempt to understand the different results, a T-matrix description of α-p, π-N , and γ -p has been performed [12], which shows that all data can be described consistently by assuming two structures in this resonance, a strong scalar monopole excitation (Saturne resonance) interpreted as the breathing mode of the nucleon, and a second much wider structure, which can be interpreted as second order excitation (spin-isospin (M1) mode).…”
Section: Introductionmentioning
confidence: 99%
“…In inclusive electron scattering data [10] a P 11 resonance has not been observed; however, in γ -induced processes it is rather small but clearly observed (see, e.g. [11]). In an attempt to understand the different results, a T-matrix description of α-p, π-N , and γ -p has been performed [12], which shows that all data can be described consistently by assuming two structures in this resonance, a strong scalar monopole excitation (Saturne resonance) interpreted as the breathing mode of the nucleon, and a second much wider structure, which can be interpreted as second order excitation (spin-isospin (M1) mode).…”
Section: Introductionmentioning
confidence: 99%
“…(30), B π is the single-pion branching ratio of the resonance N * andΓ π (W ) the energy-dependent pionic width [31], while the inelastic widthΓ inel (W ) of the decays N * → (ππN, ηN, πππN, ..) is parametrized as in Ref.…”
Section: S-channel Dispersion Integralmentioning
confidence: 99%
“…In this approximation, we first calculate the resonant part of the pion photoproduction multipoles using the Breit-Wigner parametrization of Ref. [31], which is then scaled by a suitable factor to include the inelastic decays of the resonances. The resulting contribution to Im s A i is…”
Section: S-channel Dispersion Integralmentioning
confidence: 99%
“…From the above relations one can see that the the amplitude phases cannot be accessed from the data on differential cross section alone and that the only source of information to determine them are the polarisation asymmetries. The combined study of the unpolarised cross section and of the polarisation asymmetries is critical in order to get access to the production amplitudes from the experimental data, and the interference among the helicity amplitudes can play a crucial role in revealing subtle effects [17].…”
mentioning
confidence: 99%