Table 2.

Energy, symmetry and nature of the five stationary orbits of eigenvectors.

Hessian
orbitdimsymeigenvectors (cϑ,cε,ca)energyeigenvalues
α1C3vα1=(0,0,1)−0.06=−3/50−0.0473333/
−0.0473333
β3Csβ1=(0.496776,0.860442,0.113375),−0.096213−0.322822/
β2=(−0.993552,0,0.113375),−0.037782
β3=(0.496776,−0.860442,0.113375)
γ3C2Embedded Image−0.098333=−59/600−0.355192/
γ2=(0,1,0)0.035519
Embedded Image
δ3Csδ1=(0.372768,0.645653,0.666466),−0.1199790.341763/
δ2=(−0.745535,0,0.666466),−0.166657
δ3=(0.372768,−0.645653.0.666466)
ε3Csε1=(0.791621,0,0.611012),−0.1417200.437760/
ε2=(−0.395811,0.685564,0.611012),0.162235
ε3=(−0.395811,−0.685564,0.611012)