Pages that link to "Item:Q2774709"

The following pages link to Quantal two-center Coulomb problem treated by means of the phase-integral method. I: General theory (Q2774709):

Displaying 9 items.

• The problem of two fixed centers: bifurcations, actions, monodromy (Q1881721) (← links)
• WKB and exact wave functions for inverse power-law potentials (Q1968218) (← links)
• The WKB method for the quantum mechanical two-Coulomb-center problem (Q2014494) (← links)
• Phase-integral formulas for quantal matrix elements (Q2731809) (← links)
• Quantal two-center Coulomb problem treated by means of the phase-integral method. II: Quantization conditions in the symmetric case expressedin terms of complete elliptic integrals. Numerical illustration (Q2774710) (← links)
• Quantal two-center Coulomb problem treated by means of the phase-integral method. III: Quantization conditions in the general case expressed in terms of complete elliptic integrals. Numerical illustration (Q2774711) (← links)
• Phase-integral calculation of the phase of the regular Coulomb wave function FL(η,ρ) (Q3441683) (← links)
• Global phase portraits of the planar perpendicular problem of two fixed centers (Q3650510) (← links)
• Two-body Coulomb wavefunctions as kernel for alternative integral transformations (Q4451232) (← links)