Abstract
Exact analytical solution for a problem of radiative excitation of
new one-parameter family of equidistant multilevel systems
A.S.Mazurenko, V.A.Savva
A problem of multiphoton excitation by IR laser radiation was
solved for systems with the dipole moment increasing with the level
number as
µn-1,n = µ0,1
{[5n(n+2)R1(b)Rn-1(b)]/[(2n+1)(2n+3)R0(b)Rn(b)]}1/2,
where b > 1 and Rn(b) =
Pn(b)/Pn+2(b)
is Legendre polynomial ratio.
The solution for any system with parameter b being greater and equal than 1
was found to be the sum of solutions for systems with parameter value b
being equal 1 and infinity.