Difference between revisions of "Two-Meson Photoproduction Workshop"

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(Action Items)
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= Action Items =
 
= Action Items =
  
# Make prediction, based on the global Regge analysis for gamma p -> K^+Lambda/Sigma (also u-channel), gamma p -> f2 p, gamma p -> a2 p (Vincent, Ken, Andrea, Derek,…)
+
# Make prediction, based on the global Regge analysis for &gamma; p -> K<sup>+<sup>&Lambda;/&Sigma; (also u-channel), &gamma; p -> f<sub>2</sub> p, &gamma; p -> a<sub>2</sub> p (Vincent, Ken, Andrea, Derek,…)
 
# Extend the moment analysis of two pseudoscalar meson photoproduction to electroproduction (clarify the role of beam helicity  asymmetry) (Vincent,…)
 
# Extend the moment analysis of two pseudoscalar meson photoproduction to electroproduction (clarify the role of beam helicity  asymmetry) (Vincent,…)
# Adopt the Dalitz formalism (Misha’s paper) to gamma p-> pi pi N (Misha, Adam, Victor, Eugine, … )
+
# Adopt the Dalitz formalism (Misha’s paper) to &gamma; p-> &pi; &pi; N (Misha, Adam, Victor, Eugine, … )
# Double Regge for eta-pi^0 and eta-pi^- (Delta^++) (Colin, Lukasz, Alex, Matt, …
+
# Double Regge for &eta;<sup>-</sup>&pi;<sup>0</sup> and &eta;<sup>-</sup>&pi;<sup>-</sup> (&Delta;<sup>++</sup>) (Colin, Lukasz, Alex, Matt, …)
 
# Use the recently measured spin density elements to constrain the model for diffractive vector meson photoproduction (Vincent, Alex, … )
 
# Use the recently measured spin density elements to constrain the model for diffractive vector meson photoproduction (Vincent, Alex, … )
 
# Revisit &omega; -> &gamma;<sup>*</sup> &pi;<sup>0</sup>, &phi; -> &gamma;<sup>*</sup> &pi;<sup>0</sup> &eta;’ -> &omega; &gamma;<sup>*</sup> … transition from factors  (Gluex is collecting data) (Igor, Miguel,)
 
# Revisit &omega; -> &gamma;<sup>*</sup> &pi;<sup>0</sup>, &phi; -> &gamma;<sup>*</sup> &pi;<sup>0</sup> &eta;’ -> &omega; &gamma;<sup>*</sup> … transition from factors  (Gluex is collecting data) (Igor, Miguel,)
# Single Regge (+ Deck) model for pipi, pieta (Lukasz, …)
+
# Single Regge (+ Deck) model for &pi;&pi;, &pi;&eta; (Lukasz, …)
#
+
# Explore a theoretical mechanism to check consistency between COMPASS and CLAS results regarding &rho;&pi; coupling of the &pi;<sub>1</sub>
 +
# Study &pi;<sup>0</sup>&pi;<sup>0</sup> spectrum as a function of t, E<sub>&gamma;</sub>, contributions from S and D waves

Revision as of 09:54, 19 September 2019

Location

Jefferson Lab

  • Morning: F326-F327
  • Afternoon: F224-F225

Bluejeans: https://bluejeans.com/160635131

Agenda

  • 08:45 Adam Szczepaniak: Introduction
  • 09:00 Derek Glazier: Recent results from CLAS (40’+20’)
  • 10:00 Ken Hicks: gamma p -> f2(1270) p -> pi0 pi0 p from CLAS g12 data (20'+10')
  • 10:30 Vincent Mathieu: Recent results from JPAC (20’+10')
  • 11:00 Alex Austregesilo: Recent results from GlueX (40’+20')
  • 12:00 Lunch break
  • 13:00 Łukasz Bibrzycki: theoretical development on gamma p -> pi pi p (40’+20’)
  • 14:00 discussion
  • 17:00 end of the meeting

Action Items

  1. Make prediction, based on the global Regge analysis for γ p -> K+Λ/Σ (also u-channel), γ p -> f2 p, γ p -> a2 p (Vincent, Ken, Andrea, Derek,…)
  2. Extend the moment analysis of two pseudoscalar meson photoproduction to electroproduction (clarify the role of beam helicity asymmetry) (Vincent,…)
  3. Adopt the Dalitz formalism (Misha’s paper) to γ p-> π π N (Misha, Adam, Victor, Eugine, … )
  4. Double Regge for η-π0 and η-π-++) (Colin, Lukasz, Alex, Matt, …)
  5. Use the recently measured spin density elements to constrain the model for diffractive vector meson photoproduction (Vincent, Alex, … )
  6. Revisit ω -> γ* π0, φ -> γ* π0 η’ -> ω γ* … transition from factors (Gluex is collecting data) (Igor, Miguel,)
  7. Single Regge (+ Deck) model for ππ, πη (Lukasz, …)
  8. Explore a theoretical mechanism to check consistency between COMPASS and CLAS results regarding ρπ coupling of the π1
  9. Study π0π0 spectrum as a function of t, Eγ, contributions from S and D waves