| Resumen |
We revisit the one-dimensional quantum system of a sextic potential added with a centrifugal term, ????(????)=????????−2+????????2+????????4+????????6V(x)=ax−2+bx2+cx4+dx6, where the parameters a, b, c and d are arbitrary. We find that its solutions can be expressed as a Biconfluent Heun function ????????(????,????,????,????;????)HB(α,β,γ,δ;z), while the associated energy spectrum is determined by the parameter ????δ. The semi-exact solutions of wave functions fully consist with the properties of the potential. |
