Ina D.
Kellner
a,
Leanne C.
Nye‡
a,
Marc S.
von Gernler
a,
Jing
Li
a,
Manolis D.
Tzirakis§
b,
Michael
Orfanopoulos
b and
Thomas
Drewello
*a
aPhysical Chemistry I, Department of Chemistry and Pharmacy, University of Erlangen-Nürnberg, Egerlandstraße 3, 91058 Erlangen, Germany. E-mail: thomas.drewello@fau.de
bOrganic Chemistry, Department of Chemistry, University of Crete, 71003 Voutes, Heraklion, Greece
First published on 29th July 2014
The ion formation of crown ether–[60]fullerene conjugates of the type (crown − H)–C60–H with crown = 12cr4, 15cr5 and 18cr6 has been studied with matrix-assisted laser desorption/ionisation (MALDI) and electrospray ionisation mass spectrometry (ESI MS). In total five different ways of ion formation are presented, including metalation (MALDI, ESI), protonation and oxidation (both in MALDI) in the positive-ion mode and deprotonation (MALDI, ESI) and reduction (MALDI) in the negative-ion mode. In line with thermochemistry, the deprotonation and electron transfer processes involve the C60 moiety as the charge-carrying entity, while protonation and metalation occur at the crown ether. Particular emphasis has been placed on the study of metal cation attachment in MALDI varying the crown ether size in the conjugate and using different alkali metal chlorides in the target preparation. Dissociation reactions of the metalated conjugates are influenced by the interaction strength of the metal cation to the crown ether fullerene conjugate. The data confirm an increase in bond strength with smaller metal cations, supporting the notion of charge density-driven interactions.
The localisation of the charge within the ions is important to evaluate the involvement of either crown or fullerene moiety in the ion formation mechanism. The charge carrying site has been identified by dissociation and fragment ion analysis. This concept has been used successfully before to localise the charge carrying moiety with derivatised fullerenes.14–16 Aside from the investigation of the ion formation process, the study puts particular emphasis on the analysis of three differently sized crown ether–fullerene conjugates with the five alkali metal cations. The interactions of alkali metal cations with free crown ethers have been studied comprehensively in a variety of mass spectrometry-centred experiments. Pioneering approaches included the study of solution equilibria by mass spectrometry17 and the use of tandem mass spectrometry (MS2) for dissociation studies,18–25 ion-molecule reactions23 and ion mobility.26 More recent work extends to ion spectroscopy-based methods.27–30 Pioneering work has been reviewed in the context of supramolecular chemistry in the gas phase.17,21,22,31 One key outcome is the finding that the affinity of a particular pair of crown ether and alkali metal ion is not necessarily exclusively determined by their bond strength, but can be strongly influenced by their molecular environment.
Along these lines, the present study also intends to evaluate the interaction of different combinations of alkali metal ions with differently sized crown ether–fullerene dyads and to enable comparison with the wealth of knowledge gathered for the free crown ether molecules. The post-source decay (PSD) behaviour of the various metal-cationised crown ether adducts was recorded as a function of the activating laser fluence which modulates the internal energy of the decaying ions. The fragment ion distributions allow the evaluation of the relative strength of interaction of metal cation and crown ether–fullerene conjugate.
The instrument parameter laser power relates to the attenuation of the laser light and is used here in arbitrary units (%), as the actual laser fluence is unknown. For all MALDI spectra a laser power of 0–2% was used, resulting in sufficiently abundant ions without inducing fragmentation.
The selection of a particular precursor ion for the post-source decay (PSD) spectra33 is achieved by “ion gating”, i.e. after delayed extraction and a short drift region, the ions are deflected by an electric field. The applied high voltage is only switched off for a short period of time to allow ions of a selected mass range to pass unhindered. The fragments travel basically with the same velocity as the precursor ions, but due to their different masses they possess different kinetic energies. As the lengths of the product ions' flight path in the reflectron depends on their kinetic energy, they can be separated and mass analysed using the reflectron. Focusing the product ions on the detector, however, only works for a certain range of kinetic energies. Therefore, the reflectron voltage has to be decreased incrementally and for each step a spectrum for the resulting mass range is recorded. These segment spectra are finally stitched together to form a complete post-source decay spectrum.33 For the fragmentation study, the PSD spectra of the three crown ether C60 adducts with Na+, K+, Rb+ and Cs+ were each measured at least three times for the laser powers 5, 10, 15 and 20%. For each segment spectrum 200 single shot spectra were averaged. As the calibration of the measurement depends on a sufficiently abundant and resolved precursor ion signal, the laser power in the first segment had to be adjusted for some experiments. Most notably for the spectra at high laser fluence, the parent ion signal of the more unstable complexes was nearly extinguished and the laser power had to be lowered to allow calibration. The laser power in all other segments was kept constant at the values mentioned above.
The MALDI spectra in negative-ion mode were acquired using a TOF/TOF instrument (ultraflex II, Bruker Daltonics), which is capable of measuring PSD in the negative ion mode. It also incorporates an argon-filled collision cell to enhance fragmentation (placed between the ion source and the precursor ion selector) and a “lift” device to allow the acquisition of a full PSD spectrum in a single scan without incrementally decreasing the reflectron voltage.34 This is referred to hereafter as the LIFT method.
Fig. 1 Crown ether–C60 adducts investigated in this study (centre) and their observed ions, shown only for C60H(12cr4 − H) for better legibility. |
As a brief summary of the discussion that will follow we emphasise that both the cation and anion radical are readily produced by electron transfer MALDI in both ion modes. ESI was used as the other ionisation method. In the negative ion mode the deprotonated molecule [M − H]− is abundantly formed. Cationisation can easily be achieved by both approaches, while the protonated molecule was only occasionally observed as a minor by-product of the MALDI process. Efforts to protonate the crown in ESI remained unsuccessful, cationisation was the sole reaction.
The dissociation behaviour of the radical anion was probed by LIFT which is a collision-induced/laser activation experiment on a TOF/TOF instrument.34 The spectrum reveals that the electron resides on the C60 moiety while the crown ether acts as “ligand” and is released in the dissociation (Fig. 2b). The LIFT experiment does not allow the monoisotopic selection of the precursor ion, so that both C60(18cr6 − H)− at m/z 983 and C60H(18cr6 − H)−˙ at m/z 984 may contribute to the two fragment ions C60−˙ and C60H−. The present experiments cannot clarify if C60−˙ is formed exclusively from C60(18cr6 − H)− or via C60H− from C60H(18cr6 − H)−˙. The latter precursor may also lose the crown ether as intact moiety as recently observed in the dissociation of a porphyrin–azacrown ether conjugate.43 In ESI the deprotonated molecules [M − H]− are abundantly formed as the only ions derived from the compounds (Fig. 2c). The formation of these species is perfectly in line with the fact that C60HR compounds of this type are acidic.9–13 Evidently deprotonation is more attractive than electrochemical reduction as alternative ion formation mechanism which is occasionally operative for other, non-acidic derivatised fullerenes.3 Upon activation, the crown ether radical is released which identifies the fullerene as expected as the charge carrier (Fig. 2d). In the following, the formation of positive ions applying MALDI will be discussed.
A striking feature is the occurrence of a very abundant signal of the ionised crown ether ligand (15cr5 − H)+, at m/z 219 in the low mass part of the spectra. This signal is the base peak in spectra (a), (b) and (c) and remains still amongst the most intense signals in the other spectra. The signals at m/z 87 and 131 result from successive C2H4O losses from m/z 219. The enormous abundance of the m/z 219 ion is remarkable as none of the cationised crown ether adducts is likely to be the precursor of it, as a charge transfer from metal ion to crown ether is energetically impossible. Also, the cation radical of the adduct can produce this ion in only minor amounts, as the product ion analysis will show below. The neutral adduct seems to be the only feasible precursor, which upon laser activation dissociates into C60H˙ and (crown − H)˙. The (crown − H)˙ radical fragment is subsequently ionised by electron transfer reaction with the matrix cation radical, DCTB+˙. For this reaction to occur the ionisation energy of the (crown − H)˙ moiety must be not only lower than that of DCTB+ (IE = 8.5 eV),37 to allow electron transfer from (crown − H)˙ to DCTB+˙, but also lower than that of C60H˙, so that it may not be ionised in competition to (crown − H)˙.
The ionisation energies (IEs) of the free crown ether molecules have been established by photoelectron spectroscopy and amount to 9.3 eV for 12cr4, 9.6 eV for 15cr5 and 9.7 eV for 18cr6.46,47 These values are considerably higher than the IE of DCTB and what can be assumed for the IE of C60H˙. The latter is not known, but can be expected to be lower than the IE of C60 (IE = 7.6 eV). Unfortunately, the ionisation energies of the crown ether radicals are unknown and the proposed mechanism has to remain speculation. However, considering the C–H bond, the IE of the [M − H]˙ radical is often considerably lower than the IE of the corresponding organic molecule M.48 Therefore, it can be safely assumed that the IE of the crown ether radical is clearly lower than the IE of DCTB, so that DCTB+˙ ions are in fact capable of ionising the crown ether radical.
As a result of aging, the crown ether adducts show a certain degree of oxygen addition to C60. The ease by which fullerene derivatives can oxidise at ambient conditions has been studied recently using C60H2 as example.32 Following the signal of MNa+ at m/z 963 in Fig. 3a, the signals at m/z 979, m/z 995 and m/z 1011 are most likely caused by this oxidation. Therefore, the signal at m/z 979 represents predominantly (if not exclusively) the sodium adduct of M with oxygen addition (MONa+) rather than K+ addition to the crown ether adduct (MK+). The mass difference between sodium (MNa+) and a potassium (MK+) adduct amounts to 16 mass units, which also accounts for the addition of an oxygen to the sodium adduct (MONa+). The same situation exists for the mass difference of a lithium (MLi+) to a sodium (MNa+) adduct. Unfortunately the instrumental resolution is not sufficiently high to distinguish these isobaric ions. As a consequence the oxidation prevents the accurate quantitation of Na+ adducts following Li+ adducts and of K+ adducts following Na+ adducts. However, if the addition of the heavier alkali cation is of sizable proportion, it will be noticed.
The dominating ion formation process (Fig. 3a) is, however, the Na+ addition to the neutral molecule, even though no sodium was added. If the alkali metal is deliberately added, the attachment of the respective metal cation is the most prominent process in each case with C60H(15cr5 − H). In the low mass region the bare metal cation signal gains more importance with increasing size and overtakes the ionised radical of the crown ether as the most intense signal (in that region) from K+ onwards.
In the present experiments, metalated ions can in principle be formed via two major pathways, including gas phase metal ion attachment following and/or accompanying the desorption process or these ions may be pre-formed and deposited on the target from solution. Both pathways cannot be clearly distinguished in the present experiments and may also change in their relative importance depending on the crown ether adduct and the metal ion. The ion distribution of the MS1 spectrum is thus influenced by a multitude of competing processes and, therefore, not suited to evaluate the bond strength between metal cation and crown ether C60 adduct. However, the careful comparison of the ion distributions obtained for the three crown ether adducts without and with addition of the five metal cations allows several observations to be made that relate to the interplay of metal cation and the crown ether adduct. Of the three crown-adducts C60H(12cr4 − H) shows the highest abundance of the real molecular ion, the radical cation. Electron transfer of the analyte with matrix ions effectively competes with metal cation attachment as ion formation process. This is particularly evident when no salt is added, here the radical cation exceeds the abundance of the sodiated ions (Fig. 4a). For the adducts with the 15cr5 and 18cr6 ligands, the sodiated adduct exceeds the radical cation (Fig. 4b and c, respectively). Evidently for the bigger-sized crowns, sodiation even with only minute amount of the omnipresent Na+ is much more attractive than the electron transfer reaction. The addition of Li+ and Na+ to C60H(12cr4 − H) reduces the radical cation. The addition of K+ and larger cations results in sizable amounts of the radical cation, indicating that electron transfer ionisation efficiently competes with cation attachment even when the cation (K+, Rb+ and Cs+) is added in excess. Throughout the experiments with added salt, the sodium ion attachment is very efficient with C60H(12cr4 − H). The metal ion adduct is always formed with the added metal. But only in the case of Li+ is it the most dominant ion and even then it is accompanied by a sizeable Na+ attachment. For the other alkali salts (KCl, RbCl and CsCl), the Na+ addition prevails as the most prominent process, which is remarkable indeed taking into account the low abundance of the Na+ impurity. Considering that Li+ possesses a higher bond strength to 12cr4,21 the enormous abundance of the Na+ adduct is even more remarkable. Evidently, bond strength is not the essential factor determining the observed distribution. A partial pre-formation of the Na+ adduct may have already occurred during the sample preparation. In solution, the selectivity of the crown ethers is controlled by a competition between solvation and complexation of the metal ion.17–19,21
The adducts with the larger crowns, C60H(15cr5 − H) and C60H(18cr6 − H), show the attachment of the added salt metal cation as the most prominent process, with the following exceptions. Firstly, in the LiCl doping experiment, the Na+ addition with C60H(18cr6 − H) is even more abundantly occurring than with C60H(12cr4 − H). Secondly, for C60H(15cr5 − H) the Na+ addition competes to some extent with the added K+, Rb+ and Cs+. Thirdly, the observation that the Rb+ and Cs+ addition to C60H(18cr6 − H) is accompanied by K+ addition is remarkable. This may even be the case for Cs+ addition to C60H(15cr5 − H). For C60H(18cr6 − H) the K+ addition is small but clearly detectable, amounting to several per cent of the Rb+/Cs+ adduct. Since the abundance of a K+ impurity is expected to be even lower than for Na+, the origin of the K+ adduct may not be a competing gas phase reaction, but may be produced during sample preparation. In solution, 18cr6 has a pronounced selectivity for the K+ cation,21 which may have led to the formation of the K+ adduct on the target. Similarly, the Na+ addition mentioned above to C60H(15cr5 − H) and C60H(18cr6 − H) may have occurred in solution.
The low mass region shows for all crown ether adducts particularly prominent signals of the free metal cation for K+, Rb+ and Cs+. The ionised former crown ether radical, i.e. the cation (crown − H)+ (m/z 175 and m/z 219, respectively), dominates in all spectra of C60H(12cr4 − H) and C60H(15cr5 − H), indicating that electron transfer is more efficient than metal cation uptake. For C60H(18cr6 − H), however, the metalated crown ether radical, starting with Na+ addition, is more prominently produced while the crown cation becomes less important. It seems more likely to assume that the crown ether radical experiences metalation after the dissociation of the neutral adduct rather than representing the dissociation of the metalated analyte (loss of ˙C60H). The dramatic increase of the cationised crown fragment occurs only for C60H(18cr6 − H) which would mean that the fullerene–crown bond becomes considerably weaker than in the case of C60H(12cr4 − H) and C60H(15cr5 − H). There is, however, no structural reason that would lead to a considerable weakening of that bond. It seems reasonable to assume that the rate for cation addition exceeds the rate of electron transfer for 18cr6, which is reversed for the other crown ethers.
The dissociation of the precursor ion is caused by the internal energy content of the ion and by collisional activation that may occur during the flight.50 The dissociation pattern shows a profound dependency on the laser power variation. That is the laser activation influences the internal energy content of the ion50 and thus influences the decay behaviour of the ion. PSD spectra were recorded at varying laser power settings to account for the deviation in product ion abundances. The resulting fragmentation dynamics (Fig. 6) is used to evaluate the relative affinity of the metal ion to the crown ether adduct. The abundance of the precursor ion could not be taken into account, as its isotope pattern was distorted at higher laser power and for some measurements the laser power in the first segment, i.e. the high mass end, had to be lowered in order to gain a sufficient signal for calibration. Therefore, to evaluate the cation–crown ether bond strength the variation of the ratio of three different types of ions relative to all PSD fragment ions were considered. Firstly, the abundance ratio of the intact, metalated crown ether fragment, (crown − H)M+˙ is examined. A high ratio up to relatively high laser power settings may indicate a strong interaction between the metal cation and the crown. Secondly, the abundance of all the ions generated by CH2O and C2H2 losses from the cationised crown ether radical is considered. As all these still contain the metal, they indicate stability of the metal-crown interaction. Therefore, an increasing ratio of these ions also indicates pronounced stability of the metal-crown bond strength. And thirdly, the bare metal ion relative to all fragment ions is representative of the dissociated bond between metal and crown or crown fragments, indicating loss of the metal from its organic host. Therefore, an increase of this ratio is indicative of the more efficiently occurring separation of the cation from the crown. The ion intensity ratios are plotted against the laser power given in arbitrary units. It is evident that the variation of the laser power causes remarkable variations of the ion abundances. Clearly the laser power can be taken as a reflection of the internal energy content. The dissociation behaviour of lithiated species could not be considered, as the Li+ ion lies below the detection mass range of the product ion analysis.
The energy-dependent dissociations show for C60H(12cr4 − H)Na+ an almost constant ratio of (12cr4 − H)Na+˙-fragments while the sodiated, intact crown ether radical (12cr4 − H)Na+˙ decreases and the free metal ion increases as the laser power rises. The ratio of (12cr4 − H)Na+˙-fragments is, compared to the adducts of the larger metals, the highest for this crown ether. Descent of the intact crown ether and rise of the free M+ metal cation cross each other at relatively increased laser power. These features indicate a comparatively strong interaction of Na+ and C60H(12cr4 − H). Potassium binds somewhat less efficiently, while Rb+ and Cs+ show the weakest bonding of all systems, with only the free M+ dominating and with the metalated species being of only minute abundance. Going to the larger crown ether adducts the same order is retained with stronger bonding of smaller ions.
Going from C60H(12cr4 − H) to C60H(15cr5 − H), an increase in bond strength is clearly evident for all metals. For C60H(15cr5 − H)Na+ the free metal ion remains minute while the fragments of (15cr5 − H)Na+˙ increase with the laser power. The overall appearance is a representation of stability of the bonding between Na+ and the crown. For K+ with C60H(15cr5 − H) less K+ release is evident than with C60H(12cr4 − H). Drastic improvement of the bonding of Rb and Cs to C60H(15cr5 − H) is observed. However, the metal ion release seems still the major process, while fragments of the crown ether still containing the metal remain minute. Going on further to C60H(18cr6 − H), only very marginal changes are observed. While K+ and Rb+ appear to be slightly stronger attached to C60H(18cr6 − H), the bond to Cs+ seems to break at lower laser power than for C60H(15cr5 − H). The PSD behaviour of C60H(15cr5 − H)M+ and C60H(18cr6 − H)M+ is very similar, despite the fact that the cation–crown bond in C60H(18cr6 − H)M+ is expected to be stronger.21,25 Clearly, the PSD approach is not sensitive enough to distinguish between the larger adducts, while the distinct behaviour of C60H(12cr4 − H)M+ is evident.
The MALDI mass spectra with added alkali metals indicate the importance of interactions that are not dominated by the bond strength between metal cation and crown. This is exemplified by the efficient inclusion of metals that are only present in very low amounts and with lower bond strength.
In contrast, the fragmentation dynamics of the selected metalated adducts are clearly dominated by the order of bond strengths established for the various metal cation–crown ether combinations.21,24,25 The trend of increasing bond strength with decreasing cation and increasing crown ether size is evident with C60H(12cr4 − H)M+ and C60H(15cr5 − H)M+. The fact that no trend was observed when going from the C60H(15cr5 − H)M+ to C60H(18cr6 − H)M+ is attributed to insufficient sensitivity of the PSD method.
Footnotes |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c4cp02374a |
‡ Current address: Department of Surgery and Cancer, Faculty of Medicine, Imperial College London, Sir Alexander Fleming Building, London SW7 2AZ, UK. |
§ Current address: Institute of Chemistry and Biological Chemistry, Zurich University of Applied Sciences, Einsiedlerstrasse 31, CH-8820 Wädenswil, Switzerland. |
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