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transition method address some obstacles for the industrial ap-
plication of hydrogen evolution catalysts and establish new av-
enues for designing catalysts.
2. Results and Discussion
2.1. Determination of the Phase Boundary of cPn and hPn
The molecular formula of cPn in this study is
Fe4.37–4.48Ni4.59–4.66Co0.05–0.06S8with minor Cu, Te, and Se (Table
S1, Supporting Information).Here, we regarded this natural
mineral as perfect pentlandite, Fe4.5Ni4.5S8. Synchrotron radi-
ation X-ray testing showed that the cPn-hPn phase transitions
occurred at 550, 450, 258, and 200 °C and at 1.0, 2.1, 4.0, and
6.2 GPa, respectively, and the phase boundary could be rep-
resented by the following: T(°C) =660e−2.203P,wherePis in
GPa (Figure 1b; raw data in Table S2, Supporting Information).
During the step heating in the synchrotron radiation X-ray exper-
iment at 2.1 GPa, each temperature was maintained for 5 min,
and cPn was transformed to hPn at 450 °C; during the cooling
process from 800 °C to room temperature with an average rate
of 30 °Cmin
−1, hPn was reversed to cPn at the same transition
temperature (450 °C) (Figure 1d); therefore, the phase transition
is an enantiotropic transformation under a slow cooling process.
However, if the sample was quenched from high temperature,
the hPn could maintain its crystal form at room P‒T.
2.2. Production of hPn
We applied a high P‒Tenvironment to the cPn powder samples
through a multi-anvil press (Figure S1, Supporting Information;
ref. [32]); the samples were kept at 4 GPa/550 °Cfor5h,and
then quenched. We obtained hPn samples with a diameter of
≈3mm(FigureS2a, Supporting Information). The map analy-
ses of the synthesized hexagonal pentlandite using scanning elec-
tron microscopy showed that the samples were homogeneous in
Fe, Ni, and S composition and had not been separated into two
or more minerals (Figure S2, Supporting Information). To pre-
vent mineral oxidation as much as possible, both hPn and cPn
were ground to 0.2–2 μm in a glove box with an agate mortar
(Figures S3 and S4, Supporting Information) for XRD, TEM, EX-
AFS, electron paramagnetic resonance (EPR), X-ray photoelec-
tron spectroscopy (XPS), and electrochemical measurements.
2.3. The Unit Cell Parameters of hPn
The accurate composition of the synthetic hPn was consistent
with the X-ray photoelectron spectroscopy (XPS) analysis (Figure
S5 and Table S3, Supporting Information). According to the re-
finement from powder XRD data (Figure S6 and Table S4,Sup-
porting Information), the space group of the new phase pent-
landite is P63/mmc (𝛼=𝛽=90°,𝛾=120°). The TEM images
also show hexagonal features (Figure S7b,c, Supporting Informa-
tion). Based on the single crystal diffraction test, the unit cell pa-
rameters of hPn are as follows: a =b=3.428 Å and c =5.394 Å
(Figure 1c). In this crystal structure, S, Fe, and Ni are all six co-
ordinated. Some researchers[33]believe that rhombohedral pent-
landite exists with cell parameters of a =b=0.69062 nm, c =
1.72095 nm, and V =0.71085 nm3. If the Ni/Fe-S system is a
rhombohedral structure (a triangular crystal system), then Ni and
Fe would have a 5-coordinate structure, such as that of Ni in NiS
(CIF: 1011038).[34]However, the EXAFS data (Table S5 and Figure
S8, Supporting Information) show that S, Fe, and Ni are all six co-
ordinated, providing supporting evidence of its hexagonal crystal
structure.
In the ideal crystal structure of hPn (Figure 1c), one unit cell
(FeNiS2) contains two S atoms and two metal atoms, and the
number ratio of S to metal atoms is 1:1, which is different from
that of cPn with a ratio of 8:9. Although this change in ele-
ment proportion often occurs during the phase transition, we still
would like to understand the imperfection of this structure. cPn
is believed to have 0.275 sulfur vacancies per unit cell.[35]The S
signal observed at ≈3515 G in the electron paramagnetic reso-
nance (EPR) spectra indicates the existence of sulfur vacancies; a
larger magnitude corresponds to more sulfur vacancies.[36]It is
clear that hPn has more sulfur vacancies than cPn (Figure 1e).
The calculation of phase transition mechanism also shows that
the NiS6polyhedron is distorted and the S site in hPn is distorted
or even defective (Figure 2). The discontinuous crystal stripes
on high-resolution transmission electron microscopy (HRTEM)
figure of sulfides usually indicate the presence of abundant sul-
fur vacancy defects.[7]The HRTEM of hPn shows clear discon-
tinuous crystal stripes (Figure S9a,c, Supporting Information),
but it is not obvious in cPn (Figure S9d, Supporting Informa-
tion). Thus, some sulfur vacancies formed during the phase tran-
sition process from cPn to hPn. However, the composition of hPn
barely changes (Table S1, Supporting Information); that is, the
number ratio of S to metal atoms of hPn should still be 8:9. We
hypothesize that four and a half unit cells (Fe4.5Ni4.5S9)withone
sulfur vacancy is the approximate structure of hPn (Fe4.5Ni4.5S8).
Generally, the sulfur vacancies are introduced by Ar
plasma,[37]hydrogen plasma,[38]nitrogen plasma,[39]Ar/H2
annealing,[40]chemical reduction,[41]calcination under a ni-
trogen atmosphere,[42]liquid-ammonia-assisted lithiation,[36]
acid treatment,[43]etching by H2O2,[44]and electrochemical
desulfurization.[45]These methods are effective for multilayer or
monolayer sulfides supported on substrates or nanosheets, but
they are not needed in the rock catalyst. The sulfur vacancies
of the pentlandite rocks were introduced during the phase
transition by changing the P‒Tconditions without any plasma,
reduction gas, reagent, or solvent treatment; this provides new
insights for designing electrocatalysts.
2.4. Potential Energy Surface (PES) of the Phase Transition
To further investigate the phase transition mechanism, we uti-
lized the SSW pathway sampling method to explore the poten-
tial energy surface (PES) of the phase transition. In this work,
the cPn and hPn have different stoichiometric ratios, namely
Ni9S8and Ni8S8for cPn and hPn. To simplify the calculation,
we delete one Ni in the 17-atoms cubic phase cell (Figure 2a)to
form a defective 16-atoms cubic phase (defected cPn, Figure 2b).
Then, the lowest energy barrier pathway is obtained by using
the SSW pathway sampling method, which has successfully been
used to resolve the phase transition mechanism of AlPO4.[46]As
Figure 2b,c shows, after removing one Ni atom, the defected-cPn
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