The R-matrix method
is used to treat electron collisions with the diatomic radical CF as a function of internuclear
separation, R.
These calculations concentrate on obtaining low-energy (< 10 eV)
elastic and excitation cross sections of the five lowest-lying electronically
excited states of the symmetries X2 Π, 4 Σ−, 2 Σ+, 2Δ, 2 Σ− and
4 Π,
with vertical excitation energies in the range of 2.86–10 eV.
Special measures are required to treat 2 Σ+, which is Rydberg-like
for R < 2.6 a0.
Three shape resonances of 3Σ−,1 Δ and 1 Σ+ symmetries are
fitted. The 1 Δ
and 1 Σ+
resonances have a position of 0.91 and 2.19 eV respectively at the
equilibrium bond length of CF. The position of the 3 Σ−
resonance is close to zero at Re = 2.44 a0 and the resonance
becomes bound at larger R.
Two weakly bound states of symmetries 3Π and
1 Π
were also detected at the equilibrium geometry. Calculations
which stretch the C–F bond show that the 1Δ resonance becomes bound
at R = 3.3 a0
and 1 Σ+
at larger R.