2010
DOI: 10.1103/physreva.82.023804
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Multiphoton resonance in a three-level system with nearly degenerate excited states

Abstract: An analytic study is presented of the efficient multiphoton excitation and strong harmonic generation in three-level systems specified by a pair of nearly degenerate, strongly dipole-coupled excited states. Such systems are physically formed by the three lowest states in, e.g., the hydrogen atom or evenly charged homonuclear diatomic molecular ions under reasonably chosen laser intensities. As a detailed analytic result, we found that the laser pulse of photon energy 2.05 eV, duration 0.23 ps and intensity 5 ·… Show more

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Cited by 5 publications
(13 citation statements)
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“…We first consider the computational results for the dication, as it has been previously studied, to a certain extent [12,13]. In all of the calculations, ω = 0.057 a.u., corresponding to a wavelength of 800 nm (1.55 eV photon energy) and the pulse shape is E(t) = E o sin 2 (t/t p ), with t p = 20 fs.…”
Section: Results For a 2+mentioning
confidence: 99%
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“…We first consider the computational results for the dication, as it has been previously studied, to a certain extent [12,13]. In all of the calculations, ω = 0.057 a.u., corresponding to a wavelength of 800 nm (1.55 eV photon energy) and the pulse shape is E(t) = E o sin 2 (t/t p ), with t p = 20 fs.…”
Section: Results For a 2+mentioning
confidence: 99%
“…While this was seen before in Ref. [12], we have gone beyond simple 3-level calculations and considered the full TDSE for the double-well potential. Nevertheless, it is clear why the 3level approximation works for A 2+ 2 : the ionic states, which form the upper degenerate levels in the Γ system, lie below the covalent states and are well separated in energy.…”
Section: Results For Amentioning
confidence: 99%
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“…For these conditions, Equations (16) and (18) for Ω (P ) (t) need to be multiplied by the factor e −i∆t . After including this factor we were not able to solve the Riccati Equation (9) in an exact analytic way. So, we solved numer-ically the GRWA version of Equations (6) for u and v (S(t) → Ω (P ) (t)) and then obtained the solid-line curves shown in Figure 3.…”
Section: Resultsmentioning
confidence: 99%