Fig. 5: Full control of enantiomer-selective state transfer with five different fields. | Communications Physics

Fig. 5: Full control of enantiomer-selective state transfer with five different fields.

From: Full quantum control of enantiomer-selective state transfer in chiral molecules despite degeneracy

Fig. 5

ac They depict the population dynamics for the initial states \(\left|J=1,\tau =0,M=-1\right\rangle\) and df, display the dynamics for the initial state \(\left|J=1,\tau =0,M=1\right\rangle\), where J, τ, and M are the quantum numbers of the asymmetric top. a and d These show the population in the rotational levels J, τ = 1, 1, J, τ = 1, 0 and J, τ = 0, 0, averaged over the degenerate M-states for a pulse sequence with five different fields which ensure complete enantiomer-selective control. For comparison, b and e display the incomplete enantiomer-selective state transfer in standard three-wave mixing cycles. The two enantiomers are denoted by solid blue and dashed red lines. The pulse envelopes are indicated by orange (ω = ω1), pink (ω = ω2), and turquoise (ω = ω3) shapes. The height of these shapes indicates the maximal electric field strength (in arbitrary units) and the polarization is denoted by x, y, and z. Time is given in units of t0 = /B, where B is a rotational constant. The details of the pulse shapes are given in Supplementary Information 2. c and f illustrate the initial (t = 0) and final (t = T) populations. The gray circles mark the states which are initially populated by both enantiomers. The blue (red) shapes indicate which states are finally populated by enantiomer 1 (enantiomer 2). The vertical bars show the frequencies ω1 (orange), ω2 (pink), and ω3 (turquoise).

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