1 / 24

複素 G 行列を用いた原子核弾性散乱の記述

KEK 理論センター研究会「原子核・ハドロン物理」 (Aug. 11-13 2009 at KEK). 複素 G 行列を用いた原子核弾性散乱の記述. 古本 猛憲 ( 大阪市立大学理学研究科). 共同研究者 櫻木 千典 ( 大阪市立大学 ) 山本 安夫 ( 都留文科大学 ). Introduction. Optical model potential (OMP) - is complex potential (U=V+iW) - has the imaginary part that represents the loss of flux

cicily
Télécharger la présentation

複素 G 行列を用いた原子核弾性散乱の記述

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. KEK 理論センター研究会「原子核・ハドロン物理」 (Aug. 11-13 2009 at KEK) 複素G行列を用いた原子核弾性散乱の記述 古本 猛憲 (大阪市立大学理学研究科) 共同研究者 櫻木 千典 (大阪市立大学) 山本 安夫 (都留文科大学)

  2. Introduction • Optical model potential (OMP) - is complex potential(U=V+iW) - has the imaginary part that represents the loss of flux in elastic scattering elastic channel • We want a much reliable OMP (real and imaginary parts) • from microscopic view point. non-elastic channel ⇒ imaginary potential

  3. Folding Model approach Single-Folding Model (SFM) Double-Folding Model (DFM) vNN(s) vNN(s) r r2 r1 R Projectile (nucleon) R Target Target Projectile complex G-matrix interaction

  4. Newcomplex G-matrix interaction(CEG07) T.F, Y. Sakuragi and Y. Yamamoto, Phys. Rev. C 78 (2008) 044610 1. derived from ESC04 “ESC04” : the latest version of Extended Soft-Core force designed for NN, YN and YY systems 2. includes Three body force Three-body attraction (TBA) Three-body repulsion (TBR) 3. calculated up to higher density region for the local density prescription in the case of DFM Th. Rijken, Y. Yamamoto, Phys. Rev. C 73 (2006) 044008

  5. 1. Three-body attraction (TBA) ・ Fujita-Miyazawa diagram (Δ-resonance) ・ important at low density region effective two-body force three-body force T. Kasahara, Y. Akaishi, and H. Tanaka, Suppl. Prog. Theor. Phys. Vol.56 (1974) 96

  6. 2. Three-body repulsion (TBR) ・ universal three-body repulsion (NNN, NNY, NYY) originated the triple-meson correlation ・ important at high-density region Reduction of meson mass in medium MV(ρ)=MV exp(-αρ) for vector mesons In the ESC model ⇒ density-dependent effective two-body force Th. Rijken, Y. Yamamoto, Phys. Rev. C 73 (2006) 044008

  7. New complex G-matrix interaction(CEG07) CEG07b +Three body repulsive (TBR) +Three body attractive (TBA) Decisive role to make the saturation curve realistic CEG07a Two body only

  8. T(s) r R Proton Target Single folding Potential(Central part) Complex G-matrix interaction (CEG07)

  9. T(LS)(s) r R Proton Target Single folding Potential(LS part) Complex G-matrix interaction (CEG07)

  10. Renormalization of the imaginary potential strength fix NW-value to be 0.60 to reproduce the measured total reaction cross sections

  11. p - 12C elastic scattering

  12. Comparison of the folding potential at E = 122 MeV CEG07a(two body only) vs CEG07b(with TBF) TBF effect mainly seen in the real central part

  13. Comparison of the folding potential at E = 122 MeV CEG07a(two body only) vs CEG07b(with TBF) TBF effect This difference appears in analyzing power

  14. p, n - 16O elastic scattering

  15. Application vNN(s) vNN(s) vNN(s) r r nucleon-nucleus system r2 r1 R R hyperon nucleon R nucleus-nucleus system hyperon-nucleus system

  16. vNN(s) r2 r1 R Projectile(1) Target(2) Double folding Potential Frozen-density approx. (FDA) Complex G-matrix interaction(CEG07)

  17. vNN(s) r2 r1 R Projectile(1) Target(2) Double folding Potential Frozen-density approx. (FDA) Renormalization factor

  18. 16O + 16O elastic scattering E/A = 70 MeV Without TBF important effect of three-body force T.F, Y. Sakuragi and Y. Yamamoto, (Phys. Rev. C79 (2009) 011601(R)) T.F, Y. Sakuragi and Y. Yamamoto, (Submitted to Phys. Rev. C.)

  19. Effect of Three-body Attractive force Fujita-Miyazawa diagram T. Kasahara, Y. Akaishi, and H. Tanaka, Suppl. Prog. Theor. Phys. Vol.56 (1974) 96

  20. Effect of Three-body Attractive force Effect of TBA The role of three-body attractive force is minor for nucleus-nucleus scattering T.F, Y. Sakuragi and Y. Yamamoto, (Submitted to Phys. Rev. C.)

  21. Effect of Three-body Repulsive force ・ universal three-body repulsion (NNN, NNY, NYY) originated the triple-meson correlation ・ important at high-density region Reduction of meson mass in medium MV(ρ)=MV exp(-αρ) for vector mesons Th. Rijken, Y. Yamamoto, Phys. Rev. C 73 (2006) 044008

  22. Effect of Three-body Repulsive force Effect of TBR The role of three-body repulsive effect is important for nucleus-nucleus scattering

  23. 16O + 12C, 28Si, 40Ca & 12C + 12C elastic scattering important effect of three-body force T.F, Y. Sakuragi and Y. Yamamoto, (Submitted to Phys. Rev. C.)

  24. Summary • We apply SFM & DFM with new complex G-matrix (“CEG07”) • to nucleon-nucleus & nucleus-nucleus elastic scattering • CEG07 is successful • for nucleon-nucleus & nucleus-nucleus elastic scattering • - reproduce cross section & analyzing power data for NA systems • p + 12C, & p and n + 16O systems at various energies. • - reproduce cross section for AA systems • 16O + 12C, 16O, 28Si and 40Ca, & 12C + 12C elastic scattering • at various energies. • CEG07b(with TBF) is apparently better than CEG07a(without TBF) • - mainly due to Three-body repulsive force effect • (three-body attractive effect is minor for nucleus-nucleus reaction)

More Related