Nuclear Stretched States
excited by
Electron Scattering

Richard A. Lindgren, University of Virginia
Benjamin L. Clausen, Loma Linda University

 


Tables

Plots [all 89 graphs = 774 KB]

- Individually --- nucleus / stretched state (jbja-1) Jmax / excitation energies (MeV)


Equations taken from: Clausen et al., Phys. Rev. C 38, 589 (1988)

- experimental form factor

| FT(q) | 2 = ds/dW • { [1 + 2 (E0/MT) sin2(q/2)] / (Z2sM) } ¸ { ½ (qm2/q2) + tan2(q/2) }

- theoretical form factor

| FT(q) | 2 = { fc.m. ffs 1/Z • [(q h/2p)/(2Mc)] • [(J+1)/(2J)]½Ö(2ja+1) Ö(2jb+1) • < ja jb ½ -½ | J 0 > • 1/Ö2 åa [Ca Za gas Ia] }2

- effective momentum transfer

qeff = q • [1 + 3Z•(1.44 MeV-fm) / (2E0R) ]


Data Sources


Last update --- October 14, 1999 / Ben Clausen