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. 2022 Jun 20;28(45):e202201030. doi: 10.1002/chem.202201030

Carboxylate Catalyzed Isomerization of β,γ‐Unsaturated N‐Acetylcysteamine Thioesters**

Saara Riuttamäki 1, Gergely Laczkó 2, Ádám Madarász 2, Tamás Földes 2, Imre Pápai 2,, Anton Bannykh 1, Petri M Pihko 1,
PMCID: PMC9541288  PMID: 35604200

Abstract

We demonstrate herein the capacity of simple carboxylate salts – tetrametylammonium and tetramethylguanidinium pivalate – to act as catalysts in the isomerization of β,γ‐unsaturated thioesters to α,β‐unsaturated thioesters. The carboxylate catalysts gave reaction rates comparable to those obtained with DBU, but with fewer side reactions. The reaction exhibits a normal secondary kinetic isotope effect (k 1H/k 1D=1.065±0.026) with a β,γ‐deuterated substrate. Computational analysis of the mechanism provides a similar value (k 1H/k 1D=1.05) with a mechanism where γ‐reprotonation of the enolate intermediate is rate determining.

Keywords: base catalysis, carboxylates, enolates, isomerization, kinetic isotope effects, reaction mechanism, thioesters


The power of carboxylates: Simple carboxylate salts can rival strong amidine bases, such as DBU, in their catalytic power to isomerize β,γ‐unsaturated thioesters to corresponding conjugated α,β‐unsaturated thioesters. The mechanism involves a rate‐determining protonation step!

graphic file with name CHEM-28-0-g008.jpg

Introduction

In the laboratory, enolizations of esters, thioesters and ketones are typically carried out with strong, non‐nucleophilic bases such as hindered alkali amide bases, for example lithium disisopropylamide (LDA) or potassium hexamethyldisilazide (KHMDS). [1] In contrast, in vivo, enzymatic enolization of thioesters or ketones proceeds readily with mild carboxylate ions as the catalytic bases. Enzymes such as citrate synthase[ 2 , 3 ] and ketosteroid isomerase (KSI)[ 4 , 5 ] use the carboxylate side chain of aspartate as the general base, and aspartate or glutamate carboxylates are the general bases in the crotonase superfamily [6] of enzymes. As an example, Δ32‐enoyl‐CoA‐isomerases (ECIs) catalyze the isomerization of β,γ‐unsaturated coenzyme A (CoA) thioesters 3 to their α,β‐unsaturated isomers 4 (Scheme 1).[ 7 , 8 ] The isomerization is a key step in fatty acid degradation and these enzymes are present in both mitochondria and peroxisomal cell organelles of eukaryotes. In the active site of the human mitochondrial Δ32‐enoyl‐CoA‐isomerase (hmECI), the catalytic base is a glutamate residue (Glu136, Scheme 1). [9] The γ‐carbon of the substrate is protonated by Glu136 (Scheme 1).

Scheme 1.

Scheme 1

Isomerization reactions catalysed by a) ketosteroid isomerase (KSI, b) enoyl‐CoA isomerase (ECI) and c) proposed reaction mechanism for ECI‐catalyzed isomerization of β,γ‐unsaturated CoA‐thioesters. The X‐ray structure of ECI complexed with the unreactive substrate analogue, octanoyl‐CoA is shown in inset. (PDB code: 1SG4).

The general bases at the active sites of enolizing enzymes are not sufficiently basic to deprotonate α‐protons of carbonyl compounds on their own. [10] The α‐C−H groups of thioesters and ketones have pK as in the range of 18–21, [10] whereas the carboxylate bases have pK aH’s of only ca. 4.8 (Asp 3.9 and Glu 4.25 in water). [11] The high rates of the enzymatic enolization reactions have been rationalized by the additional assistance of the oxyanion hole of the enzymes that either stabilizes the enolate intermediate by hydrogen bonding, or O‐protonates the enolate giving an enol. [10] However, more recent studies with KSI [12] involving careful site‐directed mutagenesis studies at the oxyanion hole, have provided evidence that the oxyanion hole of KSI provides only moderate contribution to increasing the catalytic rate (by ca. 103‐fold), suggesting that the hydrophobic binding cavity and the general base catalysis alone can provide significantly enhanced rates (109‐fold) compared to reactions in water.

These results suggest that in a hydrophobic, aprotic environment, carboxylates might be more powerful catalytic bases than their aqueous pK as would suggest. In a singular example, Ooi and co‐workers have recently demonstrated that chiral phosphonium carboxylates can be used for catalytic Mannich reaction of azlactones in THF. [13] Surprisingly, carboxylates are very rarely used as base catalysts for organic synthesis [14] outside of the realm of enzymes.

Herein we show that tetramethylammonium pivalate (TMAP), a carboxylate salt, rapidly isomerizes β,γ‐unsaturated thioesters to their α,β‐unsaturated isomers in MeCN via a mechanism that involves a rate‐determining protonation of the intermediate enolate.

Results and discussion

To mimic the reaction mechanism of ECI, we used a biomimetic system with N‐acetylcysteamine (NAC) thioesters as substrates. In lieu of the glutamate base, we used tetramethylammonium pivalate (TMAP) or tetramethylguanidinium pivalate (TMGP). For comparison, non‐ionic bases DBU and Et3N were also used. The reaction progress was monitored by 1H NMR (Scheme 2). Both Z‐ and E‐isomers of β,γ‐unsaturated NAC‐thioesters were synthesised.

Scheme 2.

Scheme 2

Catalytic isomerization of unsaturated NAC thioesters.

Thioesters 5 E and 5 Z were synthesised in two and four steps, with overall yields of 13 % and 17 % respectively (Scheme 3).[ 15 , 16 ] The deuterated variant 5 Z‐d 2 was synthesized using the same route, using D2 in the Lindlar reduction step (Scheme 3). The β,γ‐unsaturated carboxylic acids and their derivatives were sensitive to premature isomerization, requiring the use of very mild conditions for the final thioester formation step (Table 1).

Scheme 3.

Scheme 3

Synthesis of NAC thioesters.

Table 1.

Optimization of the thioesterification of β,γ‐unsaturated carboxylic acids.

graphic file with name CHEM-28-0-g012.jpg

Entry

Coupling reagent

Solvent

Reaction time [h]

Product

Yield [%]

Premature isomerization [%]

1

DCC

DCM

2.5

5Z

75*

16

2

EDC⋅HCl

DCM

2

5Z

18

70

3

DIC

DCM

2

5Z

60[a]

0

4

DIC

MeCN

1.5

5Z

56[a]

0

5

DCC

MeCN

3

5Z

36

3.5

6

DCC

MeCN

3

5E

28

0

7

DCC

MeCN

3

5Z‐d 2

64

<3 %

[a] Product and large amounts of DCU or DIU

Standard coupling conditions (DCC in DCM) led to concomitant isomerization to the α,β‐unsaturated isomer (Table 1, entry 1). With EDC⋅HCl (entry 2) the product was almost completely isomerized. While diisopropylcarbodiimide (DIC) caused no isomerization, the side product diisopropylurea (DIU) could not be separated from the product (entries 3 and 4). Finally, acceptable levels of isomerization were obtained using DCC in acetonitrile, as the resulting dicyclohexylurea is only sparingly soluble in acetonitrile, and a maximum of 3.5 % isomerization was observed (entry 6).

The DCC/MeCN method was also used for the preparation of thioesters 5 E and 5 Z‐d 2 , with 28 and 64 % yields, respectively (Table 1).

For the isomerization experiments, we initially screened Et3N as the base, but the reaction rates were very low, with 5 E taking 50 days to reach equilibrium (30 days with 5 Z ). We then turned to stronger bases. The results of these base‐catalyzed isomerization reactions are summarized in Figure 1 and Table 2. As shown in Table 2, the rate of isomerization was faster with 5 Z compared to 5 E irrespective of the base used (Figure 1). With DBU, the initial rate is with the Z isomer almost tenfold compared to the rate with 5 E . However, DBU also leads to rapid product decomposition, complicating the rate measurement. With the carboxylate base catalyst, TMAP, 5 Z isomerizes >30 times faster than the 5 E , with significantly less product decomposition. The rate difference is less pronounced with TMGP, which is also less efficient as a catalyst compared to TMAP.

Figure 1.

Figure 1

Isomerization of 5 E (left) and 5 Z (right) with DBU, TMAP and TMGP. Reaction conditions: 27 μmol of thioester in 600 μL of CD3CN, 0.3 equiv. of TMAP, TMGP or DBU, dibenzyl ether as internal standard. The reactions were monitored by 1H NMR (see the Supporting Information for details).

Table 2.

Rates of isomerization with different catalysts

Entry

Substrate

Catalyst

Rate [mmoL l−1 s−1]

Reaction time [h]

1

5E

DBU

1.23±0.05

2

2

5E

TMAP

0.15±0.003

16

3

5E

TMGP

0.04±0.02

16

4

5Z

DBU

10.5±0.49

0.35

5

5Z

TMAP

5.47±1.12

0.35

6

5Z

TMGP

0.20±0.36

16

Leito and co‐workers[ 17 , 18 , 19 , 20 ] have measured and calculated pK a values for various acids and bases in non‐aqueous media. According to their results, the pK a of acetate and DBU in acetonitrile are 23.8 and 24.3, respectively. These pK as correlate nicely with our experimental results: with DBU the rate is higher than with TMAP with both 5 E and 5 Z , but the carboxylate base (TMAP) catalyses the reaction at a comparable rate (see Table 2, entries 1 vs. 2 and 4 vs. 5). The pK a values of these bases in water are, however, not reliable indicators of reactivity: the pK a of DBU is 11.9 and the pK a of the acetate ion is 4.8. [21]

To investigate the reaction mechanism, we hypothesized that the reaction might take place via discrete proton transfer/migration events (Scheme 4), catalysed by the pivalate anion (piv) of TMAP and TMGP. The overall rate could be controlled by either the α‐deprotonation, α‐to‐γ‐migration, or γ‐reprotonation steps (Scheme 4). If the last step contributed significantly to the reaction rate, the reaction might exhibit a secondary KIE if the γ‐position is deuterated. To explore this possibility, we carried out a reaction progress kinetic study with quadruplicate measurements using 5 Z and 3,4‐dideuterated 5 Z‐d 2 (see Scheme 4) as substrates. To account for the reversibility of the reaction, the rates of the forward reaction (k 1) as well as the reverse reaction (k ‐1) were determined from the data via COPASI simulations (see the Supporting Information). These data provided a KIE of k 1H/k 1D=1.065±0.026 for the forward reaction and k 1H/k 1D=1.659±0.097 for the reverse reaction.

Scheme 4.

Scheme 4

a) Simplified mechanism and the system examined computationally (14/15). The β‐deuterium label of 5Z‐d 2 has been omitted in the TS diagrams. b) Rationalization of the (ab)normal 2° KIE by the coupled motion (CM) hypothesis and explanation of the magnitude of the KIE of the reverse reaction.

While a normal KIE would be expected for the reverse reaction as it involves a C−H or C−D bond cleavage at the γ‐carbon, the observed normal 2° KIE for the forward reaction does not appear to be consistent with the hybridization changes during the reaction. If the protonation of the γ‐carbon of the enolate intermediate is rate‐determining, an inverse 2° KIE would be expected based on sp 2 to sp 3 hybridization change (Scheme 4). Alternatively, a rate‐determining α‐deprotonation should result in a 2° KIE close to 1.00.

However, these seemingly abnormal 2° KIEs may also be a result of coupled motion (CM) or CM combined with hydrogen tunnelling (HT) (Scheme 4b). Pollack and coworkers have carried out a systematic study of the KIEs in a related isomerization reaction catalysed by KSI (Scheme 5) and determined the intrinsic KIEs for the key γ‐protonation step. [22] The experimental 2° KIE for the KSI‐catalyzed γ‐protonation step (1.073±0.023) is very close to the KIE observed herein, and the slow acetate‐catalyzed isomerization of 1 in solution also displayed a normal KIE (1.031±+0.010). Independently of the KIEs, free energy diagrams and rate constants for all individual steps have been determined for the KSI catalyzed reactions, and they show that the γ‐protonation has a higher barrier than the α‐deprotonation (the ΔΔG* between TSα and TSγ is 0.7 kcal/mol for the reaction catalysed by wild‐type KSI and 2.2 kcal/mol for the acetate‐catalyzed reaction).[ 22 , 23 ] Finally, in another related isomerization reaction, catalysed by cinchona alkaloid organocatalyst 17, carbon isotope effects also indicated a rate‐determining γ‐protonation (KIE=1.023, see Scheme 5).[ 24 , 25 ]

Scheme 5.

Scheme 5

Previous KIE studies of conjugate isomerization reactions. In both cases, the γ‐protonation step has the highest barrier.

Overall, the KIE studies are compatible with previously proposed mechanisms for the conjugate isomerization reactions via enolization involving rate‐determining γ‐protonation. To investigate the mechanism further and to compare computationally determined KIEs with the experimental values, we carried out DFT calculations for the isomerization of simplified model thioesters (14 Z and 14 E ), using the pivalate anion (piv) as a base catalyst (Scheme 4; for computational details, see the Supporting Information). [26] The computed free energy diagram and the structures of the relevant intermediates and transition states for the reaction with thioester 14 Z are depicted in Figures 2 and 3. The results obtained for thioester 14 E are reported in the Supporting Information.

Figure 2.

Figure 2

Gibbs free profile computed for the isomerization of 14 Z catalyzed by piv. Relative stabilities are shown in parentheses (in kcal/mol; with respect to the reactant state 14 Z+piv).

Figure 3.

Figure 3

Optimized structures of species identified computationally for the isomerization of 14Z catalyzed by piv. Relative stabilities are shown in parentheses (in kcal/mol; with respect to the reactant state 14 Z+piv). Selected bond distances are given in Å.

The isomerization of 14 Z is initiated by the deprotonation of the CH2 group at the α‐position, which occurs via ts1 with a fairly low barrier (15.9 kcal/mol). Facile rearrangement of intermediate int1 via ts2 gives intermediate int2 , which is preorganized for proton transfer to the γ‐carbon of the enolate. The γ‐protonation transition state ts3 is predicted to be at 19.3 kcal/mol on the free energy scale, so it represents the rate‐determining step of the isomerization. The energy difference between ts3 and ts1 is 3.4 kcal/mol, which is comparable to the experimentally determined difference (2.2 kcal/mol) between the α‐deprotonation and γ‐protonation transition states for the isomerization of 1 to 2 (see Scheme 5a).[ 22 , 23 ] Importantly, the calculated isotope effects (k 1H/k 1D=1.05 for the forward reaction and k 1H/k 1D=1.67 for the reverse reaction, see the Supporting Information) are in excellent agreement with the experimentally obtained values. For the isomerization of 14 E , computations predict similar mechanism with a slightly higher barrier (21.6 kcal/mol; see the Supporting Information). The higher barrier with 14 E compared to 14 Z also agrees with experimental observations.

In addition to pivalate as a base, isomerization reactions with the DBU and TEA bases were also investigated computationally. The results of the computational analysis indicate that these neutral nitrogen bases act in a similar fashion as the investigated carboxylate base, because they operate via the same isomerization mechanism, which involves γ‐reprotonation as the rate‐determining step. For both bases, DBU and TEA, proton transfer to the enolate anion is found to be the highest lying transition state for 14 Z and 14 E thioesters (Figure 4; for details, see the Supporting Information).

Figure 4.

Figure 4

Optimized structures of rate‐determining transition states in the isomerization of 14Z catalyzed by DBU and TEA. Relative stabilities are shown in parentheses (in kcal/mol; with respect to the reactant state 14 Z +base). The second number refers to analogous reaction with 14 E (reference state: 14 E +base). Selected bond distances are given in Å.

The barrier of DBU‐assisted isomerization is predicted to be slightly higher than that catalyzed by the pivalate anion (21.5 versus 19.3 kcal/mol for 14 Z and 23.0 versus 21.6 kcal/mol for 14 E ). This apparent disagreement with the observed rates is likely due to the simplified carboxylate model that neglects the presence of counterions. Indeed, the reaction rates measured for TMAP and TMGP that differ only in the nature of the counterion show notable variation. Nevertheless, the barrier computed for the weaker TEA base is higher (24.7 and 25.7 kcal/mol for 14 Z and 14 E thioesters, respectively), which is again consistent with the experimental observations.

The high barrier of the γ‐protonation relative to the α‐deprotonation mirrors the less negative atomic charge at the γ‐carbon compared to the α‐carbon (Figure 5). Interestingly, in a longer conjugated enolate such as 20, the same trend is observed in the series α‐γ‐ϵ‐η‐ι, with the ι‐carbon bearing the least negative atomic charge (Figure 5). The HOMO coefficients at the carbons follow a similar trend in these enolates (see the Supporting Information). These computational results are in agreement with experimental observations with extended enolates, where generally the α‐position shows higher reactivity with electrophiles compared to the γ‐position. [27]

Figure 5.

Figure 5

Selected computed carbon atomic NBO charges of enolates 19 Z and 19 E derived from 14 Z and 14 E , respectively, and NBO charges of extended enolate 20.

Conclusions

A biomimetic carboxylate‐catalyzed isomerization reaction of β,γ‐unsaturated thioesters to α,β‐unsaturated thioesters proceeds rapidly with TMAP as the base at a rate that is comparable to the rate obtained with DBU. Kinetic isotope effect and computational studies suggest a multistep mechanism where the initial enolization step is not the turnover‐limiting step. Instead, the γ‐protonation step, where the enolate is reprotonated to generate the product, appears to have the highest barrier. The relatively rapid enolization with carboxylate bases suggests that carboxylate salts in aprotic solvents should be considered as viable non‐nucleophilic bases in organic synthesis. TMAP, the base used in this work, is a bench‐stable, easily dispensible solid, and it is readily extracted into water upon workup. Research into other applications of carboxylate catalysis is already underway.

Conflict of interest

The authors declare no conflict of interest.

1.

Supporting information

As a service to our authors and readers, this journal provides supporting information supplied by the authors. Such materials are peer reviewed and may be re‐organized for online delivery, but are not copy‐edited or typeset. Technical support issues arising from supporting information (other than missing files) should be addressed to the authors.

Supporting Information

Acknowledgements

We acknowledge financial support from the Academy of Finland (projects 297874, 307624, and 322899) and from NKFIH Hungary (grant K‐112028).

S. Riuttamäki, G. Laczkó, Á. Madarász, T. Földes, I. Pápai, A. Bannykh, P. M. Pihko, Chem. Eur. J. 2022, 28, e202201030.

**

A previous version of this manuscript has been deposited on a preprint server (https://doi.org/10.26434/chemrxiv‐2022‐cvmqf).

Contributor Information

Dr. Imre Pápai, Email: papai.imre@ttk.hu.

Prof. Dr. Petri M. Pihko, Email: petri.m.pihko@jyu.fi.

Data Availability Statement

The data that support the findings of this study are available in the supplementary material of this article.

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Associated Data

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Supplementary Materials

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Supporting Information

Data Availability Statement

The data that support the findings of this study are available in the supplementary material of this article.


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