Yunfei Guo1, Mikko Muuronen2, Peter Deglmann2, Frederic Lucas2, Rint P Sijbesma3,4, Željko Tomović1. 1. Polymer Performance Materials Group, Department of Chemical Engineering and Chemistry, Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands. 2. BASF SE, Carl-Bosch-Straße 38, 67056 Ludwigshafen am Rhein, Germany. 3. Supramolecular Polymer Chemistry Group, Department of Chemical Engineering and Chemistry, Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands. 4. Institute for Complex Molecular Systems, Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands.
Abstract
The formation of isocyanurates via cyclotrimerization of aromatic isocyanates is widely used to enhance the physical properties of a variety of polyurethanes. The most commonly used catalysts in industries are carboxylates for which the exact catalytically active species have remained controversial. We investigated how acetate and other carboxylates react with aromatic isocyanates in a stepwise manner and identified that the carboxylates are only precatalysts in the reaction. The reaction of carboxylates with an excess of aromatic isocyanates leads to irreversible formation of corresponding deprotonated amide species that are strongly nucleophilic and basic. As a result, they are active catalysts during the nucleophilic anionic trimerization, but can also deprotonate urethane and urea species present, which in turn catalyze the isocyanurate formation. The current study also shows how quantum chemical calculations can be used to direct spectroscopic identification of reactive intermediates formed during the active catalytic cycle with predictive accuracy.
The formation of isocyanurates via cyclotrimerization of aromatic isocyanates is widely used to enhance the physical properties of a variety of polyurethanes. The most commonly used catalysts in industries are carboxylates for which the exact catalytically active species have remained controversial. We investigated how acetate and other carboxylates react with aromatic isocyanates in a stepwise manner and identified that the carboxylates are only precatalysts in the reaction. The reaction of carboxylates with an excess of aromatic isocyanates leads to irreversible formation of corresponding deprotonated amide species that are strongly nucleophilic and basic. As a result, they are active catalysts during the nucleophilic anionic trimerization, but can also deprotonateurethane and urea species present, which in turn catalyze the isocyanurate formation. The current study also shows how quantum chemical calculations can be used to direct spectroscopic identification of reactive intermediates formed during the active catalytic cycle with predictive accuracy.
Isocyanurates,
heterocyclic structures of 1,3,5-triazine-2,4,6-trione,
formed via cyclotrimerization of isocyanates are widely used to enhance
the physical properties of a variety of polyurethanes.[1−4] Whereas the controlled trimerization of aliphatic isocyanates is
used for the preparation of isocyanurate cross-linkers for high-performance
polyurethane coatings,[5−8] the cyclotrimerization of aromatic isocyanates into polyisocyanurate
(PIR) structures is used to improve the thermal stability and flame
retardancy of polyurethane rigid foams.[9−17] The initial molar ratio of functional groups and especially the
type of catalyst are the main factors influencing the formation of
PIR structures. The most commonly used catalysts in industrial applications
are based on carboxylates, such as potassium acetate, potassium 2-ethylhexanoate,
trimethyl hydroxypropyl ammonium formate, or phenolate such as 2,4,6-tris(dimethylaminomethyl)phenol.[6,18−25] The various industrial and commercial applications of isocyanurate-based
polyurethane materials have attracted much attention in developing
more effective catalysts for isocyanate trimerization. A number of
catalysts for the trimerization of isocyanates have been extensively
studied and reported in academic literature, including among others
tetrabutylammonium fluoride (TBAF),[26] 2-phosphaethynolate
anion (OCP–),[27] sodium p-toluenesulfinate (p-TolSO2Na)/tetrabutylammonium iodide (TBAI),[28,29] tetrakis(dimethylamino)ethylene
(TDAE),[30] proazaphosphatrane,[31−33] N-heterocyclic carbenes, olefins,[34,35] etc. With
more and more catalysts being reported, the exact nature of the cyclotrimerization
mechanism has raised much interest.The generally accepted mechanism
for the anionic trimerization
of aromatic isocyanates is shown in Scheme . In this mechanism, the nucleophilic anionic
catalyst (1) adds to the isocyanatecarbon forming a
nucleophilic anionic intermediate 2, which reacts further
in the presence of excess isocyanate to form the trimeric isocyanurates
(6).[26,28,32,34,36] In the case
of industrially used acetate-based catalysts, however, the exact nature
of the catalytic species is controversial. Most studies consider the
catalytically active species to be the acetate anion itself,[37,38] but, on the other hand, Hoffman’s early experimental work
indicated that acetate anions are quickly converted to acetanilide
when reacting with aromatic isocyanates, which in turn could potentially
act as the anionic catalysts in the active cycle.[39] Further, as the acetanilideanion can be expected to deprotonateurethane, allophanate, urea, and biuret groups in the PU matrix depending
on their relative acidities, and their corresponding anions have been
shown to be active PIR catalysts, the catalytically active species
is expected to change several times during the polymerization.[13,19,40] Recently, Siebert et al. also
suggested that the catalytically active species originating from acetate
anions changes several times during the cyclotrimerization of aliphatic
isocyanates.[41] The exact species that catalyze
cyclotrimerization of aromatic isocyanates, however, has not been
explicitly characterized so far, which hampers the development of
new PIR catalysts suitable for large-scale polyurethane production.
Scheme 1
Generally Accepted Anionic Trimerization Mechanism of Aromatic Isocyanates
Here, we study the role of acetate anions in
the cyclotrimerization
of aromatic isocyanates. Our study is based on first using the state-of-the-art
quantum chemical methods to investigate how the acetate anion reacts
with aromatic isocyanates in a stepwise manner to identify plausible
mechanistic pathways. These are then used to guide spectroscopic identification
of the catalytically active species to confirm the predicted mechanistic
pathways.
Results and Discussion
We studied the
cyclotrimerization of aromatic isocyanates using
phenyl and p-tolyl isocyanates as model substrates
for identifying the species that are formed when acetate anion reacts
with an excess of aromatic isocyanates (see Scheme ). First, we calculated the relative free
energies for several plausible mechanistic pathways for acetate anion-catalyzed
cyclotrimerization of phenyl isocyanate in toluene and tetrahydrofuran
(THF). Calculations were performed using accurate quantum chemical
methods, i.e., all structures were optimized using dispersion-corrected
density functional theory, namely the TPSS-D3[42,43] functional with triple-ζ def2-TZVP[44,45] basis sets, and the final relative free energies were calculated
using resolution-of-identity random phase approximation (RIRPA)[46] with quadruple-ζ def2-QZVPP basis sets
in toluene and tetrahydrofuran (THF) as described in the experimental
section. The accuracy of the used methods has been recently discussed
elsewhere and is thus not addressed here.[47−49] These data
were then used to understand which intermediates are formed during
the active catalytic cycle for guiding their experimental identification
directly from the reaction mixture using liquid chromatography–mass
spectrometry (LC–MS) and 1H–13C heteronuclear single quantum coherence (HSQC) nuclear magnetic
resonance (NMR) spectroscopy. In the experiments in toluene and THF,
catalyst loading of 10 mol % relative to isocyanate was used to ensure
that the ionic intermediates are formed in high enough concentrations
to be detected with the analytical methods used (see Section and the Supporting Information for full details on computational and
experimental methods).
Scheme 2
Model Reaction for Studying the Catalyzed
Trimerization of Aromatic
Isocyanates
The calculated mechanistic
pathways in THF and their corresponding
relative free energies are shown in Figure (for results in toluene, see Tables S1 and S2). In the generally accepted
reaction mechanism, acetate anions react in a stepwise manner with
3 equiv of isocyanates to form isocyanurate (6) (see Figure a,b). The reaction
is initiated by straightforward nucleophilic addition of an acetateanion (1) to aromatic isocyanate forming an acetate bound
isocyanate complex 2. This nucleophilic intermediate
can then react with the second isocyanate to form an allophanate acetate
complex 3 that can reversibly cyclize intramolecularly
to form 1,3-diphenyl-2,4-uretidinedione (4) as the kinetic
product or react with the third isocyanate to form intermediate 5, leading to the formation of isocyanurate 6 via its catalyst bound intermediate 6-cat as the thermodynamic
product. Overall, the reaction is strongly exergonic and the calculated
low activation free energies agree well with the experimentally observed
fast reaction at room temperature, i.e., the rate-limiting activation
free energies are 65 and 67 kJ/mol in THF and toluene, respectively
(1 → TS3-5).
Figure 1
Reaction mechanism and
the relative free energies (in kJ/mol) for
the studied reaction mechanisms. All relative free energies are calculated
in THF at 25 °C (see Tables S1 and S2 for numerical values).
Reaction mechanism and
the relative free energies (in kJ/mol) for
the studied reaction mechanisms. All relative free energies are calculated
in THF at 25 °C (see Tables S1 and S2 for numerical values).However, while the straightforward
mechanism is energetically plausible,
we do not consider this mechanism to be the active catalytic cycle,
as the allophanate acetate intermediate 3 is predicted
to react intramolecularly with lower activation free energy to form
intermediate 3b via acetyl migration instead of reacting
intermolecularly with isocyanate to form the intermediate 5. After the elimination of CO2, the intramolecular pathway
is expected to form intermediate 2′ irreversibly,
a product of deprotonated amide and isocyanate. The amide could also
be formed directly from intermediate 2 via a four-membered
transition state TS2-2b: the free energy difference between
transition states TS2-2b and TS2-3 is calculated
to be only 12 kJ/mol, indicating that both pathways are plausible
or can even coexist.The formed deprotonated aromatic amide 1′ is
nucleophilic and reacts with excess isocyanates to form isocyanurate 6 identically to the previously explained catalytic cycle
as shown in Figure . Both catalytic cycles are also energetically very similar with
activation free energies of 61 and 60 kJ/mol in THF and toluene, respectively
(3′ → TS3′-5′). While in the catalytic cycle on the right, the active species
cannot undergo similar catalyst migrations as previously, the allophanateisocyanate intermediate 3′ is interestingly predicted
to reversibly form the cyclized anion 3″, which
we consider to lead to the formation of electron-poor N-heterocyclic
olefin 6′ in agreement with recent findings in
the cyclotrimerization of aliphatic isocyanates.[41] The total reaction yields one molar equivalent of hydroxyl
anions, but we assume the reaction to proceed via first protonating 3′ by a trace amount of proton sources and then fragmenting
water. Water and hydroxyl anions are well known to lead to the formation
of urea first by hydrolyzing isocyanate to carbamic acid and forming
an aromatic amine after fragmentation of CO2.[50] The formed aromatic amine reacts with the second
isocyanate equivalent to form urea, which under basic conditions can
be deprotonated to form a new anionic catalyst similar to 1′. Therefore, forming olefin 6′ does not end the
catalytic isocyanurate formation, but instead changes the catalytically
active species from the deprotonated amide to deprotonatedurea in
agreement with findings for aliphatic isocyanates.[41]Then, we studied the trimerization reaction experimentally
in THF
and toluene at room temperature to verify our mechanistic hypothesis.
For experiments, we chose phenyl and p-tolyl isocyanates
as model substrates and tetrabutylammonium acetate (TBAA) as catalyst
because of their high solubility in both solvents. The reaction was
monitored using Fourier-transform infrared spectroscopy (FTIR) and
once all isocyanates had reacted, the mixture was analyzed using liquid
chromatography–mass spectrometry (LC–MS) to detect the
reactive intermediates present in the solution (see Table and Figure ). The observed signals agree completely
with the mechanism depicted in Figure a, being exclusively associated with the deprotonatedamide cycle, product 6, olefinic product 6′, and urea (see Table ). Results were independent of the substrate (phenyl or p-tolyl isocyanate) or of the solvent (THF or toluene). Therefore,
only results from experiments with phenyl isocyanate in THF are discussed
below unless otherwise noted. Additional experimental data are found
in the Supporting Information.
Table 1
High Abundance Signals Observed from
the Positive-Ion Mode of LC–MS Analysis of the Product After
Cyclotrimerization of Phenyl Isocyanate with TBAA in Dry THF
Figure 2
LC–MS
spectra after reaction of phenyl isocyanate and 10
mol % TBAA in dry THF and evaporation of the solvent.
LC–MS
spectra after reaction of phenyl isocyanate and 10
mol % TBAA in dry THF and evaporation of the solvent.The calculated relative free energies of
the reactive intermediates
indicate that we should be able to detect intermediates 1′, 2′, and 3′ but not intermediate 5′ due to its higher relative free energy and fast
cyclization to form product 6. The intermediates 1′ and 2′ are observed in their
protonated forms with signals m/z = 136.00, m/z = 255.00, but at the same time intermediate 3′ in its protonated form at m/z = 374.15 is too weak to be conclusively analyzed although
it is predicted to be thermodynamically more stable than intermediate 2′ (see Figure c). The rationale for the absence of a peak at m/z = 374.15 is that intermediate 3′ is actually found at m/z = 396.00
as a complex with one sodium cation. Intermediate 3′ was also detected as dimer coordinating to one sodium cation (see
the Supporting Information for further discussion, Figure S1).We observed two signals associated with
the products: protonatedtriphenyl isocyanurate (6) was detected at m/z = 358.17 and the protonated “olefinic
isocyanurate” 6′ was found at m/z = 356.17. The formation of 6′ was also confirmed by the presence of NMR signals of olefinic CH2 protons at 3.01 ppm and the associated sp2carbon
signal at 75.6 ppm using 1H–13C-HSQC
spectroscopy (see Figure ). Detection of urea at m/z = 213.08 and biuret at m/z = 332.08
also supports the hypothesis that the eliminated water starts a new
catalytic cycle with deprotonatedurea as the catalytically active
species although trace amounts of water could also have been present
as impurities. When p-tolyl isocyanate was used as
a trimerization starting material, the corresponding isocyanurate 6 was detected as a dimer with one sodium cation at m/z = 820.83 (Figure S3). This assignment was also confirmed by finding the same
signal in a purified sample of tris-p-tolyl-isocyanurate 6 in LC–MS (Figure S5),
which can be rationalized by the strong tendency of isocyanurate rings
to form supramolecular dimers as simulated by Lenzi et al.[51]
Figure 3
1H–13C HSQC spectrum in acetone-d6 after reaction of phenyl isocyanate and 10
mol % TBAA in dry THF and evaporation of the solvent. The peak at 1H—3.0 ppm, 13C—75.6 ppm is assigned
to the terminal CH2 of the olefin structure.
1H–13C HSQC spectrum in acetone-d6 after reaction of phenyl isocyanate and 10
mol % TBAA in dry THF and evaporation of the solvent. The peak at 1H—3.0 ppm, 13C—75.6 ppm is assigned
to the terminal CH2 of the olefin structure.Finally, to verify that deprotonated amides catalyze the
reaction,
we performed the same reaction using commercially available acetanilide
as a catalyst deprotonated in situ by excess triethylamine. The reaction
was significantly slower due to the unfavorable deprotonation of the
amide in toluene and THF, but isocyanurate product 6 was
still observed in LC–MS despite the low conversion. Catalysis
by deprotonated amides is also supported by early work done by Kogon,
who reported the formation of aromatic isocyanate trimers in high
yield at elevated temperatures when phenyl isocyanates were trimerized
in the presence of N-methylmorpholine and ethyl alcohol
or ethyl carbanilate.[13]To understand
how general the observed catalyst migration mechanism
is when carboxylates are used as catalysts, we also performed trimerization
of p-tolyl isocyanate using potassium 2-ethylhexanoate
at room temperature and cesium pivalate at 60 °C as the (pre)catalysts
in THF (see Scheme ). As expected, only intermediates related to the deprotonated amide
cycle were found, indicating that the conversion of carboxylates into
amides with aromatic isocyanates is general rather than restricted
to only sterically small carboxylates such as acetate (Figures S6 and S7). For these two precatalysts,
2-ethylhexanoate could, in principle, also form an olefinic isocyanurate
structure similar to 6′ via deprotonation of the
tertiary α-proton, but this was not observed in our experiment.
Scheme 3
Identified Catalytically Active Species for Different Carboxylate
Anions
Finally, we considered the
role of the deprotonated amide cycle
in catalyzing the trimerization of aromatic isocyanates during the
formation of real PU materials. In these cases, several functional
groups, i.e., alcohols, water, urethanes, urea, allophanates, and
biurets, are present that are in deprotonation equilibrium with amide.
To establish their roles, we calculated the reaction free energies
for proton transfers between acetate, amide, urethane and urea (see Scheme ). The calculations
were performed in toluene and THF to understand how the polarity of
the reaction media affects the relative stability of the corresponding
anions, and in water as a model for a polar protic environment. In
all media, the aromatic amide anion is predicted to deprotonate aromatic
urethane with exergonic free energies between −7 and −13
kJ/mol, while deprotonation of urea is more dependent on the reaction
media that is exergonic in toluene and THF (−23 and −15
kJ/mol, respectively), but endergonic in water (+3 kJ/mol). As expected,
acetate itself is calculated to be much less basic than the deprotonatedamide and direct deprotonation of urethane by acetate is calculated
to be endergonic by 20–67 kJ/mol depending on the solvent.
Therefore, acetate anions form amides and CO2 with isocyanates,
independent of the reaction media, but the amide anion may in turn
deprotonate urethanes, urea, allophanates, or biurets present, forming
new catalytically active anions that are expected to catalyze trimerization
in a cycle, which is similar to that of the deprotonated amide. This
is supported also by a kinetic study by Schwetlick and Noack,[40] who measured trimerization kinetics of phenyl
isocyanate in acetonitrile at 50 °C using tetramethylammonium
octanoate as a catalyst in the presence of several X–H active
additives such as alcohols, carbamates, phenols, and amides. The measured
kinetics showed that additives change the rate of isocyanurate formation
significantly, confirming our hypothesis that the role of carboxylate
precatalyst is twofold: first, it generates a strong base out of a
weak base by reacting with aromatic isocyanate to generate a deprotonatedamide, a reaction that is thermodynamically facilitated by the favorable
entropy of the decarboxylation reaction. Second, the amide anion can
then catalyze the PIR formation via the nucleophilic mechanism of Scheme , but the basic deprotonatedamide can also deprotonate functional groups such as urethane and
urea groups, which in turn will catalyze the anionic trimerization.
Scheme 4
Calculated Free Energies for Proton Transfers between Deprotonated
Amide, Acetate, Urethane, and Urea Species in Toluene, THF, and Water
All free energies are in kJ/mol
and calculated for species with Ar = Ph, R1 = R2 = Me.
Calculated Free Energies for Proton Transfers between Deprotonated
Amide, Acetate, Urethane, and Urea Species in Toluene, THF, and Water
All free energies are in kJ/mol
and calculated for species with Ar = Ph, R1 = R2 = Me.
Conclusions
We investigated
the role of acetate anions in the trimerization
of aromatic isocyanates by the state-of-the-art experimental and computational
methods. Our study reveals that during the anionic cyclotrimerization,
the actual catalytically active species changes at least once with
the acetate anion only serving as a precatalyst. The reaction of acetateanion with an excess of aromatic isocyanates leads eventually to irreversible
formation of deprotonated amide species that are formed after intramolecular
rearrangement and decarboxylation. The deprotonated amide is the new
active catalyst that forms isocyanurate via a nucleophilic anionic
mechanism. The deprotonated amides are much more basic than the acetate
precatalyst and, therefore, are capable of deprotonating other protic
groups in the system such as urethane and urea groups, which in turn
catalyze isocyanurate formation. Carboxylate migration to amide anions
is expected to take place regardless of the size of the carboxylate
because migration was observed for acetate, 2-ethylhexanoate, and
pivalate alike. Acetate, on the other hand, can also lead to the formation
of an electron-poor N-heterocyclic olefin and water, which can further
lead to a catalytic cycle where deprotonatedurea is the active catalytic
species. We demonstrated that the qualitative mechanism is independent
of the solvent polarity. However, the effect that changes in acid–base
equilibrium in protic solvents may have on the mechanism is the subject
of further studies. The current study also highlights that mechanistic
investigations can greatly be accelerated when using a combination
of the state-of-the-art computational and experimental analytic techniques,
and importantly discover details that may not be analyzed by either
of the methods alone.
Experimental
Section
Computational Details
All computations
were performed using Turbomole 7.3 program package.[52] Structures were optimized using dispersion-corrected TPSS-D3[42,43] density functional with def2-TZVP[44,45] basis sets
and by employing multipole-accelerated resolution-of-the-identity
approximation for Coulomb term (MARI-J)[53] with the corresponding auxiliary basis sets to speed up the computations.[54] The final energy of each structure was calculated
using resolution-of-identity random phase approximation (RIRPA)[46] with def2-QZVPP basis sets and with corresponding
auxiliary basis sets.[55,56] RPA calculations were performed
using gas-phase TPSS orbitals, and the core orbitals were kept frozen
for computing the RPA correlation energy. Default settings and convergence
criteria of Turbomole were used in all optimizations except a finer
integration grid of m4 was used. In RPA calculations,
grid m5 and a higher threshold for energy convergence
(scfconv 7) were used for calculating the TPSS orbitals. Harmonic
vibrational frequencies were calculated numerically at the level of
optimization for all optimized structures.Solvation effects
were accounted for during structure optimizations using the COSMO
solvation model with a dielectric constant of infinity.[57,58] Final solvation free energies were calculated for each structure
at 25 °C using the COSMO-RS[59] model
in COSMOTherm (version 2018) with the parameter file BP_TZVP_18.ctd
based on BP86[60]/def-TZVP level. The Gibbs
free energies in solution were then calculated from a thermodynamic
cycle G = E + c.p. + Gsolv, where E is the gas-phase energy
of the system at the RPA level, c.p. is the chemical potential based
on standard rigid-rotor harmonic oscillator approximation at 25 °C,
and Gsolv is the free energy of solvation
obtained from COSMO-RS. The thermodynamic reference state of the so-obtained
free energies refers to a hypothetic mole fraction of 1 for all species,
which were converted into a reference state of 1 mol/L using solvent
molarities (c) of 9.41 and 12.3 mol/L for toluene
and tetrahydrofuran, respectively, by adding a term RT ln (c) to the free energy of all
species.Initial structures that were used for structure optimizations
correspond
to the lowest energy conformer of each structure obtained from extensive
conformational searches performed with respect to all rotatable bonds
at the level of optimization without D3 correction. In the case of
transition states, the forming and breaking bonds were constrained
during the conformer search according to their initial guess structures,
which were obtained using the single-ended growing string method.[61−63] Pictures of the computed structures were generated using CYLview.[64] Cartesian coordinates of all optimized structures
are included in the Supporting Information.
Experimental Details
Phenyl isocyanate
(≥98%), p-tolyl isocyanate (≥99%),
and cesium pivalate (≥98%) were purchased from Sigma-Aldrich;
tetrabutylammonium acetate (>90%), triethylamine (>99%), and
potassium
2-ethylhexanoate (>95%) were purchased from TCI. All of the reagents
above were used directly without treatment. THF (without stabilizer
BHT) was directly obtained from the dry solvent system; toluene was
dried by mol-sieves before use; and pentane was directly used without
treatment. Fourier-transform infrared spectroscopy (FTIR) measurements
were carried out in the attenuated reflection mode on a Spectrum One
(Perkin Elmer) spectrometer at room temperature. Eight scans were
performed from 4000 to 450 cm–1. Liquid chromatography–mass
spectrometry (LC–MS) measurements were carried out on a LCQ
Fleet ESI-MS (Thermo Fisher Scientific) with H2O (0.1%
formic acid) as eluents. As the intermediates are negatively charged,
a negative–positive mode LC–MS was adapted, and water
and the formic acid eluent were used to protonate the intermediates,
which provided clear signals in the positive spectrum. The reaction
mixtures were further analyzed identically for reactions done with
phenyl and p-tolyl isocyanates to assist the identification
of different intermediates in LC–MS spectra by indicating the
number of aromatic groups present. NMR measurements for characterization
of the compounds and identification of double bonds were performed
using either a Bruker UltraShield 400 MHz or Varian Mercury 400 MHz
spectrometer at room temperature using acetone-d6 as a solvent.
Study of Cyclotrimerization
Mechanism of Phenyl
and p-Tolyl Isocyanates Using Carboxylates (TBAA,
Potassium 2-Ethylhexanoate or Cesium Pivalate) as Catalysts
Phenyl isocyanate (0.53 g, 4.44 mmol) or p-tolyl
isocyanate (0.52 g, 3.92 mmol) was dissolved in THF or toluene (5.0
mL) in a dry flask. The catalyst solution was prepared by dissolving
the catalyst (10 mol % to NCO groups) in THF or toluene (5.5 mL) in
a separate dry flask and then added to the isocyanate solution (concentration
of phenyl isocyanate: 0.5 g/10 mL solvent). The reaction was carried
out at room temperature for all catalysts except that a temperature
of 60 °C in an oil bath was used for cesium pivalate (due to
its poor solubility). All reactions were performed under an Ar atmosphere
until the disappearance of NCO stretching vibration at 2270 cm–1 as observed by IR measurement. After that, most of
the solvent was evaporated in an Ar flow. The so formed sample was
diluted in water/acetonitrile (1:1) solution with a concentration
of 1 mg/mL for LC–MS measurement and dissolved in acetone-d6 for NMR measurement.
Study
of Cyclotrimerization Mechanism of Phenyl
Isocyanates Using Deprotonated Acetanilide as a Catalyst
Phenyl isocyanate (0.58 g, 4.85 mmol) was dissolved in THF or toluene
(5.0 mL) in a dry flask. The catalyst solution was prepared by dissolving
acetanilide (10 mol % to NCO groups) and triethylamine (30 mol % to
NCO groups) in THF (6.6 mL) in a separate dry flask and then added
to the isocyanate solution (concentration of phenyl isocyanate: 0.5
g/10 mL solvent). The reaction was carried out at room temperature
under an Ar atmosphere overnight. After that, most of the solvent
was blown by an Ar flow and wet precipitates were obtained. The sample
was diluted in water/acetonitrile (1:1) solution with a concentration
of 1 mg/mL for LC–MS measurement.
Synthesis
and Purification of Tris-p-Tolyl Isocyanurate Using
Potassium 2-Ethylhexanoate as
a Catalyst
p-Tolyl isocyanate (1.15 g, 8.67
mmol) was dissolved in THF (3.0 mL) in a dry flask. The catalyst solution
was prepared by dissolving potassium 2-ethylhexanoate (1 mol % to
NCO groups) in THF (2.6 mL) in a separate dry flask and then added
to the isocyanate solution. The reaction was carried out in a 40 °C
oil bath under an Ar atmosphere until the disappearance of NCO stretching
vibration at 2270 cm–1 as observed by IR measurement.
After the reaction, 10 mL of THF was added to dissolve all of the
precipitates at 40 °C. Then, the tris-p-tolyl
isocyanuate was precipitated by direct pouring the warm solution in
cooled pentane. The precipitate was immediately filtered and dried
in a vacuum oven at 60 °C overnight, giving tris-p-tolyl isocyanurate as a white powder (0.96 g, 2.40 mmol, yield:
83%). 1H NMR (400 MHz, acetone-d6): δ 7.29 (t, J = 6.1 Hz, 12H), 2.36 (s, 9H)
ppm; 13C{1H} NMR (100 MHz, acetone-d6): δ 205.3, 129.4, 128.7, and 20.3 ppm.[65]
Authors: Mohammed A Bahili; Emily C Stokes; Robert C Amesbury; Darren M C Ould; Bashar Christo; Rhian J Horne; Benson M Kariuki; Jack A Stewart; Rebekah L Taylor; P Andrew Williams; Matthew D Jones; Kenneth D M Harris; Benjamin D Ward Journal: Chem Commun (Camb) Date: 2019-06-17 Impact factor: 6.222
Authors: Max Siebert; Rebecca Sure; Peter Deglmann; Anna C Closs; Frederic Lucas; Oliver Trapp Journal: J Org Chem Date: 2020-06-08 Impact factor: 4.354
Authors: Sree Ganesh Balasubramani; Guo P Chen; Sonia Coriani; Michael Diedenhofen; Marius S Frank; Yannick J Franzke; Filipp Furche; Robin Grotjahn; Michael E Harding; Christof Hättig; Arnim Hellweg; Benjamin Helmich-Paris; Christof Holzer; Uwe Huniar; Martin Kaupp; Alireza Marefat Khah; Sarah Karbalaei Khani; Thomas Müller; Fabian Mack; Brian D Nguyen; Shane M Parker; Eva Perlt; Dmitrij Rappoport; Kevin Reiter; Saswata Roy; Matthias Rückert; Gunnar Schmitz; Marek Sierka; Enrico Tapavicza; David P Tew; Christoph van Wüllen; Vamsee K Voora; Florian Weigend; Artur Wodyński; Jason M Yu Journal: J Chem Phys Date: 2020-05-14 Impact factor: 3.488