J.M. Butson, P.M. Mayer / Chemical Physics Letters 614 (2014) 186–191
187
mass spectrometer utilising a Z-spray source while running the
MassLynx 3.5 operating system. Metal oxalate solutions were pre-
pared by combining 2 moles of aqueous oxalic acid to 1 mole of a
metal salt solution at concentrations on the order of 10−1 mol/L in
methanol. Solutions were subsequently placed on a Daiger Vortex-
Genie 2 shaker and allowed to shake for approximately 30 min
before being diluted to a final working concentration of 10−4 mol/L
or lower. Solutions containing iron typically require a 3:1 ratio for
best results, likely due to the binding of two oxalic acid molecules
to the 3+ oxidation state of the iron salt used, rather than one acid
required for 1+ oxidation state metals. A flow rate of 50 l/min was
used with the capillary, cone and extractor voltages set to 2.96 kV,
42 V and 7 V, respectively. The source temperature was set to 80 ◦C
in order to limit clustering [8]. The metal anion m/z is selected
with the first quadrupole. The purity of the metal anion beam is
tested via collisions with argon at 8 × 10−4 bar, using lab frame
collision energies up to 75 eV. Entrance and exit voltages of the
hexapole collision cell are set to 50 eV, collision energy remains
variable. Polyatomic impurities at the set m/z will dissociate at
these collision energies and result in fragment ions, while the pure
atomic metal anion will not yield product ions. Only if no frag-
ments are detected (indicating a pure metal anion) will the selected
m/z be allowed to undergo reactions with neutral substrates in
the hexapole collision cell in the absence of argon. Entrance and
exit voltages of the hexapole collision cell are always set to 50 eV,
with the exception of the reactions of Cu−, Ag− and Cs− with
pentafluorophenol, where they were set to 10 eV. Collision energy
remains variable throughout the gas phase experiments of AMAs
with neutral reactants. Pressures of a neutral collision gas partner
are kept constant throughout an experiment. The median inten-
sity of the peaks present in a mass spectrum is first computed to
estimate the background present. Only m/z peaks possessing inten-
sity larger than twice the median intensity are used for further
analysis.
16
0
133Cs-
8
6
4
2
0
A
183C6F5O-
184C6F5OH-
130 132 134
165C6F4OH-
145C6F3OH- 164C6F4O-
150
180
87Rb-
12
0
8
6
4
2
0
B
C
183C6F5O-
86 88 90
165C6F4OH-
145C6F3OH-
164C6F4O-
184C6F5OH-
150
10
180
6
4
2
0
56Fe-
183C6F5O-
0
184C6F5OH-
164C6F4O-
52 56 60
160
180
183C6F5O-
D
E
4
2
65Cu-
0
6
80
120
160
183C6F5O-
107Ag-
4
2
0
120
160
m/z
Figure 1. Characteristic mass spectra of (A) Cs−, (B) Rb− (C) Fe− (D) Cu− and (E) Ag−
reacting with pentafluorophenol (PFP). The Y axis represents total ion abundance
(absolute intensity) while the X axis represents mass to charge ratio (m/z). Pressures
of gaseous PFP range from: (A) 1.8 × 10−4, (B) 1.1 × 10−4, (C) 1.1 × 10−4, (D) 5 × 10−4
and (E) 5 × 10−4 torr.
3. Results and discussion
Throughout the discussion, the words ‘threshold energy’ will be
used to discuss the various neutral/anion product energies relative
to the starting neutral/anion reactants. The identity of the various
neutral product fragments were determined on the basis of thresh-
pertinent product ions/neutral partner fragments can be found in
the supplemental section, Table S1. Reactions of Fe−, Cs−, Rb−, Ag−
and Cu− with PFP and PFA will be discussed.
ner, PFP and PFA. The main reaction products are the fragments
pertaining to H and/or F abstraction for PFA and PFP respectively,
as well as the fragment associated with HF loss for PFP and the par-
ent anion of PFP. Figure 3 exhibits the collision energy dependence
of the product ions in the reaction of Fe− with PFP. Figures 4–7
provide a direct comparison of Ómarsson et al.’s electron energy
resolved attachment data with our centre-of-mass collision energy
data for common reaction products.
Reaction threshold energies were calculated with the Complete
Basis Set 4M level of theory [9–11] using the gaussian 09 suite
of programmes [12]. In this approach, geometries are optimised,
and harmonic vibrational frequencies calculated, using UHF/3-
localisation method analysis, and HF/CBSB1 levels of theory. The
errors associated with CBS-4M are comparable to other methods
(mean absolute deviation of 3.26 kcal/mol on the G2/97 test set) but
can be applied to much larger systems [11] making it ideal for the
study of metal anions and their reactivity with neutral molecules.
The reaction threshold energies and electron affinities calculated in
this study were used for the comparison of various potential neu-
tral partners for a given product ion. Thus, they should be taken
as qualitative, their purpose being to determine chemical formulas
of the lowest energy possible reaction products. Pictorial repre-
sentations of the reactions highlight the lowest energy structures
used to calculate the threshold energies. Starting structures used
for calculations were initialised at the optimised geometry of the
intact neutral molecule or anion, less a combination of H, F, O or
N atoms, depending on the reaction in question. K− was used as
a surrogate for calculating threshold energies of potential reaction
products involving Rb− and Cs− due to limitations within the CBS-
4M method’s treatment of inner core electrons [9]. Similarly, only
reactions with Cu− were calculated due to limitations in dealing
with Ag−. Given the similarity in the EA of K, Cs and Rb as well as
Cu and Ag, this is not expected to result in significant error as long
as reaction intermediates are not probed.
3.1. Formation of parent anions from Cs−, Rb−, Fe−
Cs−, Rb− and Fe− were all observed to transfer an electron to
form [PFP]•− (R1) as shown below (m/z 184 in Figure 1).
(R1)