Open Access Article
Guo-Zhu
Zhu
and
Lai-Sheng
Wang
*
Department of Chemistry, Brown University, Providence, RI 02912, USA. E-mail: Lai-Sheng_Wang@brown.edu
First published on 16th September 2019
Valence-bound anions with polar neutral cores (μ > ∼2.5 D) can support dipole-bound excited states below the detachment threshold. These dipole-bound states (DBSs) are highly diffuse and the weakly bound electron in the DBS can be readily autodetached via vibronic coupling. Excited DBSs can be observed in photodetachment spectroscopy using a tunable laser. Tuning the detachment laser to above-threshold vibrational resonances yields vibrationally enhanced resonant photoelectron spectra, which are highly non-Franck–Condon with much richer vibrational information. This perspective describes recent advances in the studies of excited DBSs of cryogenically cooled anions using high-resolution photoelectron imaging (PEI) and resonant photoelectron spectroscopy (rPES). The basic features of dipole-bound excited states and highly non-Franck–Condon resonant photoelectron spectra will be discussed. The power of rPES to yield rich vibrational information beyond conventional PES will be highlighted, especially for low-frequency and Franck–Condon-inactive vibrational modes, which are otherwise not accessible from non-resonant conventional PES. Mode-selectivity and intra-molecular rescattering have been observed during the vibrationally induced autodetachment. Conformer-specific rPES is possible due to the different dipole-bound excited states of molecular conformers with polar neutral cores. For molecules with μ ≪ 2.5 D or without dipole moments, but large quadrupole moments, excited quadrupole-bound states can exist, which can also be used to conduct rPES.
Fermi and Teller first predicted a minimum dipole moment of 1.625 D for a finite dipole to bind an electron when studying the capture of negative mesotrons in 1947.11 Subsequently, many theoretical groups obtained a similar value of minimum dipole moment for finite dipoles to bind an electron, which was discussed by Turner in an interesting historical perspective.12 Further theoretical calculations showed that the critical dipole moment for electron-binding could be up to 2.0 D by including molecular effects, such as molecular rotation, moment of inertia, and dipole length.13–15 A more practical critical dipole moment of ∼2.5 D was suggested empirically from experimental observations.1,16 More recently, theoretical attention has been focused on the electron binding energies in dipole-bound anions, the nature of the electron–molecule interactions in DBSs, and the transition from DBSs to valence-bound anions.17–25
Direct evidence of DBSs came from photodetachment experiments of the enolate anion, which revealed sharp peaks in the photodetachment spectra attributed to the existence of dipole-supported excited states.26,27 Subsequently, high-resolution photodetachment spectroscopy (PDS) for a series of anions was performed to investigate rotational autodetachment via excited DBSs.28–31 In addition to studies of dipole-bound excited states of valence-bound anions, there have been major experimental efforts for ground-state dipole-bound anions for neutral molecules that cannot form stable valence-bound anions. A variety of dipole-bound anions were successfully produced by Rydberg electron transfer1,7,16,32–37 to dipolar molecules or clusters, which did not form valence-bound anions. In addition, the dynamics of DBSs of anionic clusters and complexes have been studied by time-resolved photoelectron spectroscopy (PES).9,38–40
The Wang group first reported high-resolution rPES via vibrational autodetachment from dipole-bound excited states of cryogenically cooled C6H5O−.41 The DBS of C6H5O− was found to be 97 cm−1 below the detachment threshold. Mode-specific autodetachment from eight vibrational levels of the DBS was observed, yielding highly non-Franck–Condon resonant photoelectron (PE) spectra, due to the Δv = −1 vibrational propensity rule.42,43 Subsequently, more deprotonated organic molecular anions (Fig. 1) were found to support excited DBSs44–53 or quadrupole-bound states (QBSs)54 below the anion photodetachment threshold. As shown in Fig. 1, DBS binding energies for various anions were measured, ranging from 25 cm−1 to 659 cm−1 depending on the dipole moments of the neutral cores. The small binding energies confirm the weakly bound nature of the DBSs, which have been probed by high-resolution PEI using a third-generation electrospray ionization (ESI)-PES apparatus equipped with a cryogenically cooled Paul trap.55 rPES via vibrational autodetachment has been shown to be a powerful technique to resolve rich vibrational features, especially for low-frequency and Franck–Condon (FC) inactive vibrational modes, as well as conformation-selective and tautomer-specific spectroscopic information. Additionally, a DBS of the cluster anion C2P− was observed, revealing that the weakly dipole-bound electron is not spin-coupled to the core electrons of C2P.56 In the meantime, DBS resonances of a number of diatomic anions and the associated vibrational autodetachment have also been reported.57–60
In this perspective, we first discuss the experimental methods in Section 2. We then present the DBSs of C6H5O− and C6H5S− in Section 3, illustrating some basic features of the DBSs, such as the small binding energies of the DBSs, structural similarities between an anion in the DBS and its corresponding neutral, and vibrational autodetachment following the Δv = −1 propensity rule. Section 4 presents several applications of rPES in resolving vibrational information by resonant enhancement, from the vibrational origin of the CH3COO radical to the low-frequency and FC-inactive vibrational features of the deprotonated uracil radical. Intramolecular inelastic rescattering, which lights up low-frequency FC-inactive vibrational modes, will also be discussed. In Section 5, we present isomer-specific rPES via DBSs of two conformers of m-HO(C6H4)O− and two tautomers of deprotonated cytosine anions. The first observation of a quadrupole-bound excited state of cryogenically cooled NC(C6H4)O− anions will be described in Section 6. Finally, in Section 7, we give a summary and provide some perspectives for the study of noncovalent excited states and rPES of cryogenically cooled anions.
However, if an excited DBS exists, rPES is possible by tuning the laser wavelength to the DBS vibrational resonances of the anion, as shown in Fig. 2b (MDBS−). Resonant PES involves two processes. The first is resonant excitation, which has a high absorption cross section, from the anion ground state to the DBS vibrational levels. For below-threshold DBS vibrational levels, a second photon is required to detach the DBS electron. For above-threshold DBS vibrational resonances (aka vibrational Feshbach resonances), vibronic coupling can induce autodetachment from the DBS vibrational levels to neutral levels via transfer of vibrational energies to the weakly bound electron. The vibrational autodetachment follows the Δv = −1 propensity rule under the harmonic approximation, which was extended from autoionization of molecular Rydberg states.42,43 The Δv = −1 propensity rule, which is also related to the fact that the potential energy curve of the DBS and that of the neutral is almost identical (i.e., the DBS electron has little effect on the structure of the neutral core), suggests that only one quantum of vibrational energy is allowed to transfer to the DBS electron (see Fig. 2b). The corresponding neutral final vibrational state in the resonant photoelectron spectrum will display an enhanced intensity in comparison to the vibrational peak in the non-resonant spectrum, due to the large cross section of the resonant excitation process. Hence, rPES is highly non-Franck–Condon.55 Because the diffuse dipole-bound electron has little effect on the structure of the neutral core, the geometries of the anion in the DBS and the corresponding neutral are identical, implying that the vibrational frequencies of the DBS are the same as those of the neutral. Therefore, the vibrational frequencies of the corresponding neutral molecules can be obtained by probing the DBS vibrational levels or vice versa. It should be pointed that the Δv = −1 propensity rule is derived under the harmonic approximation and can be violated if there are strong anharmonic effects.42
DBS vibrational resonances can be searched using photodetachment spectroscopy by scanning a tunable laser across the detachment threshold of an anion while monitoring the total photoelectron yield. When the laser wavelength is in resonance with a DBS vibrational level, the photoelectron yield is enhanced due to autodetachment for above-threshold levels or resonant two-photon detachment for below-threshold vibrational levels (Fig. 2b).
It is interesting to note the differences of DBS vibrational autodetachment from normal vibrational autodetachment involving anions with very low electron binding energies,65 first observed for NH−.66 The vibrational energy in one quantum of NH− is higher than its electron binding energy; hence vibrational excitation to the v = 1 vibrational level of NH− can induce electron detachment, i.e. vibrational autodetachment. In such a normal vibrational autodetachment, there are usually large FC activities due to the large geometry changes between the anionic initial states and the final neutral states, for which theoretical models have been developed.43
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| Fig. 3 Schematic of the third-generation ESI-PES apparatus, equipped with a cryogenically cooled Paul trap and a high-resolution PEI system. TP: turbomolecular pump. CP: cryopump. Reproduced from ref. 55 with permission from AIP Publishing. | ||
Details of the third-generation ESI-PES apparatus and the improvements relative to the first- and second-generation apparatuses have been described previously.55 Briefly, anions are produced usually by electrospray ionization of ∼1 mM sample solutions in a mixed solvent of either MeOH/H2O or CH3CN/H2O. Two radio-frequency quadrupole and one octopole ion guides are used to direct anions from the ESI source into a cryogenically cooled Paul trap, which is attached to a helium refrigerator operated at 4.5 K. The anions are cooled via collisions with a 1 mTorr He/H2 (4/1 in volume) buffer gas, which is shown empirically to exhibit optimal thermal cooling effects.68 After being accumulated for 0.1 s and thermally cooled, anions are pulsed out at a 10 Hz repetition rate into the extraction zone of a TOF mass spectrometer. Anions of interest are selected by a mass gate and photodetached in the interaction zone of the PEI lens using a Nd:YAG laser or a tunable dye laser. Photoelectrons are focused by a set of imaging lenses and projected onto a pair of 75 mm diameter micro-channel plates coupled to a phosphor screen and are captured by a charge-coupled device camera. The electron KE resolution is usually 3.8 cm−1 for electrons with 55 cm−1 energy and about 1.5% (ΔKE/KE) for kinetic energies above 1 eV. The narrowest line width achieved was 1.2 cm−1 for 5.2 cm−1 electrons.69
The third-generation ESI-PES apparatus has allowed the study of weakly bound non-covalent excited states of anions, including both dipole-bound5,41,44–53 and quadrupole-bound excited states,54 and the development of rPES and PDS for cold anions. In a typical investigation, we first measure non-resonant PE spectra to obtain the detachment threshold of an anion. Then, PDS is used to search for DBS resonances by monitoring the total electron yield as a function of the detachment laser wavelength across the detachment threshold at a step size of 0.1 nm or 0.03 nm. Subsequently, rPES is performed by parking the laser wavelengths at the identified DBS resonances. The enhanced vibrational peaks in rPES can be used to infer the vibrational resonances of the DBS, often assisted by computed vibrational frequencies.
The cryogenic Paul trap has also been adapted by several groups to study cold ions and ionic clusters by vibrational spectroscopy,73–75 UV photofragmentation,76–79 UV-UV hole-burning spectroscopy80–82 and anion slow electron velocity map imaging spectroscopy.83
173 cm−1 (Fig. 4a, the red solid curve).41,51 The weak peak 0, below the detachment threshold by 97 cm−1, represents the ground vibrational level of the DBS of C6H5O−, which is due to resonant two-photon detachment. Above the threshold, the gradually increasing baseline represents the non-resonant detachment signals. The seventeen peaks (1–17) correspond to excited vibrational levels of the DBS of C6H5O−, i.e., vibrational Feshbach resonances.
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| Fig. 4 (a) Comparison of the photodetachment spectrum (red solid curve) with the non-resonant PE spectrum at 480.60 nm (black dashed curve) of C6H5O−. The PE spectrum is red-shifted by 97 cm−1 to line up peak 000 with peak 0. The vibrational progression of the FC-active mode ν11 agrees well with each other, indicating that the weakly bound electron in the DBS of C6H5O− has little effect on the structure of the neutral C6H5O core. (b) Resonant two-photon image at peak 0. (c) Non-resonant PE image at 480.60 nm. The arrows below the images represent the polarization directions of the laser. (d) The calculated DBS orbital. (e) The HOMO of C6H5O−. Adapted from ref. 51 and 55 with permission from AIP Publishing. | ||
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Fig. 5 (a–h) High-resolution resonant PE spectra of C6H5O− at eight different wavelengths, corresponding to the eight DBS resonances (within parentheses) in Fig. 4a. The enhanced peaks via vibrational autodetachment from the DBS are labeled in bold face. The assigned vibrational levels of the DBS are given. (i) Schematic energy level diagram for selective vibrational autodetachment from the DBS of C6H5O− to the neutral vibrational levels of C6H5O. The detachment threshold (18 173 cm−1) and the DBS binding energy (97 cm−1) of C6H5O− are also given. Adapted from ref. 51 with permission from AIP Publishing. | ||
The vibrational DBS resonances consist of single-mode levels
, combinational levels
or nearly degenerate overlapping vibrational levels. Note that a prime is used to designate DBS vibrational modes to distinguish from the corresponding neutral modes. For autodetachment from vibrational levels of a single mode
, the nth vibrational level of this mode
in the DBS can autodetach to the (n−1)th level of the same mode in the neutral
, i.e. one quantum of the vibrational energy in mode
is transferred to the dipole-bound electron during autodetachment. The resulting final neutral peak in the PE spectrum corresponding to the
level will be highly enhanced. For instance, the resonant PE spectra in Fig. 5a, b, e, g and h correspond to excitations to DBS vibrational levels involving mode
for n = 1 to 5, respectively. Vibrational autodetachment processes from these DBS levels result in significant enhancement of peaks 000, A (111), B (112), C (113) and D (114), respectively, in the resonant PE spectra, following the Δv = −1 propensity rule. In these autodetachment processes, one vibrational quantum of mode
(519 cm−1) is transferred to the DBS electron (BE = 97 cm−1), yielding an autodetached electron with a KE of 422 cm−1 in all five cases. In addition, peaks A (111) and B (112) are slightly enhanced in Fig. 5g and h, respectively, following a Δv = −3 autodetachment process. This violation of the Δv = −1 propensity rule indicates anharmonicity at higher vibrational levels.42
The autodetachment from a combinational vibrational level
of the DBS is more complicated. When all the vibrational frequencies of the modes involved are larger than the binding energy of the DBS, both neutral final levels,
and
, are expected to be enhanced. Fig. 5c displays such a case, where both peaks A (111) and d (181) are highly enhanced because of autodetachment from the combinational DBS level 11′118′1 following the Δv = −1 propensity rule. However, excitation to the DBS combinational level 9′111′1 in Fig. 5d only results in strong enhancement of peak f (91), which means that the mode
is more strongly coupled with the dipole-bound electron, indicating mode selectivity in vibronic coupling. Even more complicated cases are those involving autodetachment from overlapping vibrational levels of the DBS, as shown in Fig. 5f, which corresponds to resonant excitation to two nearly degenerate vibrational levels, 9′111′2 and 10′111′220′1. The enhancement of the two peaks A (111) and k (91111) is due to autodetachment from the DBS level 9′111′2, while that of peak h (112201) is due to autodetachment from the 10′111′220′1 DBS level. Both mode-selectivity and anharmonic effects are observed. All the discussed autodetachment processes from the DBS vibrational levels to neutral levels are schematically illustrated in Fig. 5i.
978 cm−1. Similar to the PE spectra of C6H5O−, the non-resonant PE spectra of C6H5S− were also dominated by the ν11 vibrational progression.85 By aligning peak 0 in the photodetachment spectrum and peak 000 in the non-resonant PE spectrum at 492.10 nm, a perfect agreement is observed for the relative peak positions and intensities of the most FC-active ν11 vibrational progression, again suggesting little influence of the DBS electron on the neutral C6H5S core in the DBS. Eleven above-threshold vibrational resonances were observed. Selected high-resolution resonant PE spectra are presented in Fig. 6b–g, which were collected at laser wavelengths corresponding to the selected DBS resonances in Fig. 6a. The highly enhanced peaks a (201) in Fig. 6b, peak 000 in Fig. 6c, peak A (111) in Fig. 6e and peak B (112) in Fig. 6g are due to excitations to DBS vibrational levels 20′2, 11′1, 11′2 and 11′3, obeying the Δv = −1 propensity rule for autodetachment. In Fig. 6f, the enhancement of peak e (101) is due to the mode-specific autodetachment from the combinational level 10′111′1: strong vibronic coupling is only observed for mode
, similar to the case of C6H5O− (Fig. 5). The resonant PE spectrum in Fig. 6d, corresponding to excitation to the combinational DBS level 11′120′2, reveals enhancement of three final vibrational states, labeled b (202), c (111201) and A (111). The autodetachment to peaks b and c follows the Δv = −1 propensity rule, while that to peak A involves Δv = −2 of the lowest frequency bending mode
.51
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| Fig. 6 (a) Comparison of the photodetachment spectrum (red solid curve) and the non-resonant PE spectrum at 492.10 nm (black dashed curve) of C6H5S−. The PE spectrum is red-shifted by 39 cm−1 to line up peak 000 (the ground vibrational level of neutral C6H5S) with peak 0 (the ground vibrational level of the DBS of C6H5S−). The vibrational progression of the FC-active mode ν11 matches well with each other, suggesting the weakly bound electron in the DBS of C6H5S− has little effect on the neutral core C6H5S. (b–g) High-resolution resonant PE spectra of C6H5S− at six different wavelengths. The enhanced peak via vibrational autodetachment from the DBS is labeled in bold face. The assigned vibrational levels of the DBS are given. Adapted from ref. 51 with permission from AIP Publishing. | ||
236 ± 8 cm−1 for CH3COO (Fig. 7a). However, the non-resonant spectrum required a very long time for signal accumulation due to the poor FC factor.45
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Fig. 7 High-resolution non-resonant PE spectra of CH3COO− at (a) 380.68 nm and (b) 372.68 nm. High-resolution resonant PE spectra of CH3COO− at (c) 376.36 nm and (d) 374.27 nm, which both show the enhancement of peak 000, due to vibrational autodetachment from the fundamental DBS vibrational levels 14′1 and 8′1 of CH3COO−, respectively. (e) Schematic energy level diagram showing direct detachment in the non-resonant spectra and autodetachment from the DBS vibrational levels. The detachment threshold (26 236 cm−1) and the DBS binding energy (53 cm−1) of CH3COO− are also given. Adapted from ref. 45 with permission from AIP publishing. | ||
Because the CH3COO radical has a dipole moment of 3.47 D (Fig. 1), CH3COO− was found to support a DBS with a binding energy of 53 cm−1.45 Even though the FC factor is small for the 0–0 transition, there are strong FC activities to vibrationally excited levels in both the PE spectra and the photodetachment spectrum. When the detachment laser was tuned to the DBS vibrational resonances corresponding to the 14′1 and 8′1 vibrational levels, two resonant PE spectra (Fig. 7c and d) were obtained, exhibiting significant enhancement for peak 000 and confirming its origin as the 0–0 transition. The relevant non-resonant and resonant detachment transitions are shown schematically in the energy level diagram in Fig. 7e.
One of the most prominent examples is the deprotonated uracil radical ([U–H] or C4N2O2H3),5,44 which has a total of twenty seven fundamental vibrational modes (Table 1), including nineteen in-plane vibrational modes (A′) and eight out-of-plane modes (A′′). With a dipole moment of 3.22 D for the neutral core, the deprotonated uracil anion ([U–H]−, Fig. 1) was found to possess a DBS below the detachment threshold by 146 cm−1. By scanning the laser wavelength up to ∼1700 cm−1 above the threshold, a total of forty-six DBS vibrational levels were observed.5,44 The combination of PDS and rPES allowed fundamental vibrational frequencies for twenty-one modes to be observed, including seven out of the eight symmetry-forbidden out-of-plane modes, as shown in Table 1. Even more vibrational modes could have been observed if we were to scan the laser to higher excitation energies to probe more DBS resonances.
| Mode | Symmetry | Theo. freq. | Exp. freq. |
|---|---|---|---|
| ν 1 | A′ | 3581 | |
| ν 2 | 3222 | ||
| ν 3 | 3145 | ||
| ν 4 | 1713 | 1705 | |
| ν 5 | 1694 | 1672 | |
| ν 6 | 1469 | 1451 | |
| ν 7 | 1437 | ||
| ν 8 | 1411 | ||
| ν 9 | 1342 | 1316 | |
| ν 10 | 1301 | 1285 | |
| ν 11 | 1186 | 1190 | |
| ν 12 | 1082 | 1057 | |
| ν 13 | 982 | 970 | |
| ν 14 | 920 | 910 | |
| ν 15 | 757 | 753 | |
| ν 16 | 583 | 577 | |
| ν 17 | 545 | 540 | |
| ν 18 | 501 | 492 | |
| ν 19 | 392 | 389 | |
| ν 20 | A′′ | 980 | |
| ν 21 | 803 | 804 | |
| ν 22 | 734 | 727 | |
| ν 23 | 684 | 666 | |
| ν 24 | 633 | 615 | |
| ν 25 | 357 | 360 | |
| ν 26 | 152 | 150 | |
| ν 27 | 113 | 113 |
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| Fig. 8 Resonant PE spectra of C6H5O− at (a) 529.93 nm and (b) 524.86 nm, corresponding to the DBS vibrational levels 10′1 and 9′1, respectively. (c) The three relevant vibrational modes of neutral C6H5O. The measured frequencies and the calculated values (within parentheses) are given in cm−1. Adapted from ref. 51 with permission from AIP publishing. | ||
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| Fig. 9 Resonant PE spectra of [U–H]− at (a) 353.47 nm and (b) 350.79 nm, corresponding to the DBS vibrational levels 25′1 and 16′1, respectively. (c) The four relevant vibrational modes of the neutral radical [U–H]. The measured frequencies and the calculated values (within parentheses) are given in cm−1. Adapted from ref. 5 with permission from Elsevier. | ||
Vibronic coupling or Herzberg–Teller coupling4,63,72,89 has been previously invoked to explain the observations of FC-inactive vibrational modes or anomalous vibrational intensities in non-resonant PES. While we cannot rule out the effects of vibronic coupling for the appearance of the low-frequency FC-inactive and symmetry-forbidden bending modes in the resonant PE spectra shown in Fig. 8 and 9, a more interesting possibility is intramolecular inelastic rescattering due to the interactions of the autodetached outgoing electron with the neutral core. The rescattering process is possible because the DBS electron is highly diffuse and far away from the neutral core. Hence, there is a finite probability for the outgoing electron to interact inelastically with the neutral core because of exciting low-frequency vibrational modes, akin to processes in electron energy loss spectroscopy.90,91 Take Fig. 9b as an example: autodetachment from the DBS vibrational level 16′1 (ν16 = 577 cm−1, Table 1) of [U–H]− yields an outgoing photoelectron with a kinetic energy of 431 cm−1 by subtracting the 146 cm−1 binding energy of the DBS. Because of the highly diffuse DBS orbital, it is conceivable that the autodetached electron may have finite probabilities to interact with the neutral core (i.e. half-collision or intramolecular rescattering) and lose energies to the bending modes ν27 (113 cm−1), ν26 (150 cm−1), and ν25 (360 cm−1), corresponding to peaks a, b and e, respectively. We have observed especially pronounced rescattering effects for autodetachment from the 16′1 DBS level of [U–H]−. This observation is not well understood currently and it would deserve some careful theoretical consideration.
850 cm−1 and 18
917 cm−1, represent the EAs of the syn- and anti-m-HO(C6H4)O radicals, respectively. Peak A is a vibrational feature of mode ν23 of syn-m-HO(C6H4)O. With dipole moments of 3.10 D and 5.34 D for the syn- and anti-radicals (Fig. 1), respectively, both the anionic conformers are able to support a DBS, as shown in the photodetachment spectrum in Fig. 10c. The weak peaks S0′ and A0′, below the respective detachment thresholds by 104 cm−1 and 490 cm−1 (inset in Fig. 10c), represent the ground vibrational levels of the DBS for syn- and anti-m-HO(C6H4)O−, respectively. The larger DBS binding energy of anti-m-HO(C6H4)O− is consistent with the larger dipole moment of its neutral radical. A complicated detachment spectrum was observed with DBS resonances from both conformers: peaks A1–A17 are due to anti-m-HO(C6H4)O−, peaks S1–S8 are due to syn-m-HO(C6H4)O−, and peaks AS1–AS5 are due to overlapping vibrational levels of both conformers.
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| Fig. 10 (a) Molecular structures of syn- and anti-m-HO(C6H4)O−. (b) Non-resonant PE spectrum of m-HO(C6H4)O− at 517.45 nm. The superscripts “S” and “A” in the labels refer to the syn- and anti-conformers, respectively. (c) The photodetachment spectrum of m-HO(C6H4)O−. The two arrows (AEA and SEA) indicate the detachment thresholds for anti- and syn-m-HO(C6H4)O−, respectively. The two peaks, labeled A0′ and S0′ (inset), represent the respective DBS ground states of anti- and syn-m-HO(C6H4)O−. Peaks A1–A17 are due to DBS vibrational levels of anti-m-HO(C6H4)O−, peaks S1–S8 are due to syn-m-HO(C6H4)O−, and peaks AS1–AS5 are due to overlapping levels of both conformers. Adapted from ref. 49 with permission from AIP Publishing. | ||
Hence, by tuning the detachment laser to DBS levels of specific conformers, conformer-selective resonant PE spectra can be obtained. When the detachment laser is tuned to the DBS vibrational levels S30′1 and S28′1 of syn-m-HO(C6H4)O−, the resonant PE spectra display major enhancement of the S000 peak as shown in Fig. 11a and b, where the A000 peak is negligible. When the laser is tuned to the DBS levels A27′1 and A24′1 of anti-m-HO(C6H4)O−, the A000 peak is greatly enhanced as shown in Fig. 11d and e, whereas the S000 peak becomes negligible. In Fig. 11c and f, peaks A (S231) and C (A211) are enhanced due to autodetachment from DBS levels S23′130′1 and A21′2, respectively. Such conformer-selective resonant PE spectra have been obtained from every DBS resonance in Fig. 10c, except the five overlapping resonances of the two conformers.49
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| Fig. 11 Conformer-specific resonant PE spectra of syn-m-HO(C6H4)O− at (a) 521.71 nm, (b) 515.56 nm, and (c) 512.60 nm and anti-m-HO(C6H4)O− at (d) 521.15 nm, (e) 515.83 nm, and (f) 513.61 nm. The peak numbers within parentheses correspond to the DBS resonances in Fig. 10c. The enhanced peaks via vibrational autodetachment from the DBS are labeled in bold face. Adapted from ref. 49 with permission from AIP Publishing. | ||
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| Fig. 12 (a) The two most stable anionic tautomers, tKAN3H8b− and cKAN3H8a− upon deprotonation of cytosine. The numbers within parentheses are the relative energies given in kcal mol−1. (b and f) Non-resonant PE spectra of [Cy-H]−. (c–e) and (g–i) Tautomer-specific resonant PE spectra of tKAN3H8b− and cKAN3H8a−. Peaks labeled in bold face indicate the enhanced final neutral vibrational levels due to autodetachment from the DBS. Adapted from ref. 52 with permission. Copyright Wiley-VCH Verlag GmbH & Co. KGaA. | ||
The cKAN3H8a and tKAN3H8b radicals are calculated to have dipole moments of 3.35 D and 5.55 D (Fig. 1), respectively, which are large enough to support a DBS for the corresponding anions. Distinct DBS vibrational resonances have been observed in the photodetachment spectra of tKAN3H8b− and cKAN3H8a−, allowing tautomer-specific resonant PE spectra to be obtained, as presented in Fig. 12c–e and g–i. The resonant PE spectra in Fig. 12c and d show enhancement of peak C0, due to autodetachment from the C21′1 and C18′1 DBS vibrational levels of cKAN3H8a−, respectively. The highly enhanced peak A (C301) in Fig. 12e is due to resonant excitation to the C29′130′3 DBS level followed by Δv = −3 autodetachment, breaking the Δv = −1 propensity rule. The resonant PE spectra in Fig. 12g–i all display a strongly enhanced T0 peak due to autodetachment from DBS vibrational levels T27′1, T17′1 and T23′1 of tKAN3H8b−, respectively, whereas the C0 peak from the cKAN3H8a− tautomer is negligible.
The 4-cyanophenoxide anion [NC(C6H4)O−, see Fig. 13 inset (a)] was found to be a good candidate in the search for the first excited QBS.54 The neutral radical, NC(C6H4)O, has two dipolar centers (–C
N and C–O) in the opposite direction, resulting in a small dipole moment of 0.30 D but a large quadrupole moment (traceless quadrupole moment: Qxx = 5.4, Qyy = 15.1, Qzz = −20.5 D Å). The dipole moment is much smaller than the 2.5 D critical value to form an excited DBS, but the large quadrupole moment may allow a QBS. Photodetachment spectroscopy of NC(C6H4)O− indeed revealed many resonances across the detachment threshold at 24
927 cm−1, as presented in Fig. 13. A broad peak labeled 0 is observed, 20 cm−1 below the detachment threshold, due to resonant two-photon detachment. Since NC(C6H4)O− cannot support a DBS, peak 0 should represent the ground vibrational level of the QBS. The continuous baseline above the threshold represents the non-resonant detachment signals, while the seventeen peaks, labeled 1–17, are vibrational resonances of the QBS of NC(C6H4)O−. Inset (b) of Fig. 13 shows a high-resolution scan of resonant peak 2, revealing a rotational profile. Rotational simulations yield a rotational temperature between 30 and 35 K for the cryogenically cooled NC(C6H4)O− anion, consistent with previous results.5,44,45 The vibrational autodetachment processes via the QBS are found to be the same as those via the DBS, following the Δv = −1 propensity rule. Seventeen resonant PE spectra were obtained, which together with the photodetachment spectrum yielded ten fundamental vibrational frequencies for the NC(C6H4)O radical.54
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Fig. 13 Photodetachment spectrum of NC(C6H4)O−. The dashed arrow at 24 927 cm−1 indicates the detachment threshold of NC(C6H4)O−. Peak 0, below the threshold by 20 cm−1, represents the vibrational ground state of the QBS due to two-photon detachment. Peaks 1–17 are vibrational resonances of the QBS of NC(C6H4)O−. Inset (a): molecular structure of NC(C6H4)O− and the dipole moment of the neutral NC(C6H4)O radical. Inset (b): high-resolution scan of peak 2 revealing the rotational profile, which is fitted by the rotational simulations at 30 K and 35 K. Adapted with permission from ref. 54. Copyright 2017 American Physical Society. | ||
There are many interesting questions that can be investigated using PDS and rPES, as well as experimental challenges. For all the anionic systems we have studied (Fig. 1), the smallest dipole moment (3.03 D) occurs for the neutral core of o-HO(C6H4)O−, which gives the smallest DBS binding energy of 25 cm−1,46 while the deprotonated 4,4′-biphenol anion [HO(C6H4)2O−] has a large neutral core dipole moment of 6.35 D with a DBS binding energy of 659 cm−1.54 The DBS binding energy generally increases with the magnitude of the dipole moment. But there are exceptions. For example, the phenoxy radical has a dipole moment of 4.06 D and the DBS of C6H5O− is found to have a binding energy of 97 cm−1. Yet the DBS in syn-m-HO(C6H4)O− has a larger binding energy of 104 cm−1 while its neutral core has a smaller dipole moment of 3.10 D. This indicates that molecular structures and polarizability play important roles in the electron binding in DBSs. Thus, it would be interesting to investigate how the DBS binding energies depend on the magnitude of the dipole moment for different classes of molecular species1,32 and if the 2.5 D empirical critical dipole moment holds for dipole-bound excited states.104
Another interesting question is if it would be possible for an anion to support a second bound DBS below the detachment threshold? If so, what would be the critical dipole moment required for the neutral core? Early theoretical studies of a fixed dipolar system predicted that a critical dipole moment of 9.64 D was required to support a second bound DBS.105 A much lower critical value of 4.5 D was proposed later when considering rotational effects.106 However, in our attempt to search for a second DBS in the deprotonated 2-hydroxypyrimidine anion (C4H3N2O−, Fig. 1),50 which has a core dipole moment of 6.15 D, we did not find experimental evidence for a second DBS below the detachment threshold, even though a relatively large binding energy of 598 cm−1 was observed for the DBS. The neutral core of HO(C6H4)2O− has the largest dipole moment of 6.35 D among all the anions that we have investigated thus far (Fig. 1). We have recently observed a DBS for this anion with a binding energy of 659 cm−1 below the threshold.53 But no evidence of a second bound DBS was observed.
Resonant PES via noncovalent excited states is unique to resolve low-frequency vibrational modes for the relatively small aromatic systems shown in Fig. 1. There are huge opportunities to extend these studies to larger and more complex systems, such as polyaromatic hydrocarbon-related molecules or molecular clusters. However, because of the high density of low frequency modes with such complicated systems, much better cooling of the initial anions would be required. Another promising direction would be a direct experimental probe of the dynamics of the vibronic coupling in the noncovalent excited states and the autodetachment processes. For the below-threshold DBS resonances, the lifetime and decay dynamics may be insightful to understand the long-range charge–dipole interactions and the transition from the DBS to valence-bound states. Above the threshold, the dynamics and mechanism of vibrational autodetachment should be quite exciting and may be directly investigated by pump-probe experiments. Questions about vibrational mode-selectivity and intramolecular rescattering during vibrationally induced autodetachment may be directly addressed. Such studies along with the results presented here would provide stringent benchmarks to test theories of vibronic coupling.
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