Tables index

From

Application of Complex Rotation Method for Calculate to Correlation Factor and the 2sns+1,3Se, 2snp+1,3P0, 2pnp+1,3De, 3d4d +1,3Ge Autoionizing States of He-like Atoms

B. Sow, A. Diouf, Y. Gning, B. Diop, M. Sow, A. Wague

International Journal of Physics. 2018, 6(6), 174-180 doi:10.12691/ijp-6-6-1
  • Table 1. Energy doubly excited 2sns +1,3Se states of He-like systems (2-10). Both Energy and widths are expressed in rydbergs
  • Table 2. Energy doubly excited 2snp +1,3P0 states of He-like systems (2-10). Both Energy and widths are expressed in rydbergs
  • Table 3. Energy doubly excited 2pnp +1,3De states of He-like systems (2-10). Both Energy and widths are expressed in rydbergs
  • Table 4. Energy doubly excited 3d4d +1,3Ge states of He-like systems (2-10). Both Energy and widths are expressed in rydbergs
  • Table 5. Comparison of resonance positions (Er) for the 2sns 1,3Se states of He-like ions with (Z=2-10)
  • Table 6. Comparison of resonance positions (Er) for the 2snp 1,3P0 states of He-like ions with (Z=2-10)
  • Table 7. Comparison of resonance positions (Er) for the 2pnp 1,3De states of He-like ions with (Z=2-10)
  • Table 8. Comparison of resonance positions (Er) for the 3d4d 1,3Ge states of He-like ions with (Z=2-10)
  • Table 9. Comparison of resonance widths (Γ) for the (2s3s 1Se, 2s2p 1,3P0, 2p3p1,3De , 3d4d 1,3Ge) states of helium-like ions with (Z=2–10)