In the current paper, taking into consideration our experience with the synthesis of pyridones together with our knowledge about the application of Meldrum’s acid25–30 in synthesis and considering of available literature we would like to present a new approach for preparation of 2-pyridones.
Taking into consideration our previous experience, we considered as a key step to be obtaining a 1,3-dicarbonyl amide with an already attached fragment allowing for cyclization and obtaining a 2-pyridone with a fused hexagonal ring, i.e. tetrahydroquinolin-2-one. The following enamide 11 on Fig. 3 would meet these requirements. We also assumed at this stage that such an enamide would undergo further desired cyclization in acidic conditions.
Theoretically, having the enaminone and the acylating reagent, obtaining the appropriate enamide should not be a problem, however, the use of acyl-acetate esters is not recommended due to too low reactivity with the amino group and side reactions with the ketone fragment. However, the use of strong acylating reagents such as chlorides, anhydrides, or ketenes, as in the cited works18–21, implies problems with their preparation or storage. Therefore, we proposed an idea to exploit acylating properties of Meldrum’s acid derivatives, which allow to introduce 1,3-dicarbonyl moiety together with a possibility to introduce broad scope of side chains. It should be stressed that used acyl derivatives of Meldrum’s acid are stable compounds, easily prepared and purified from commercially available starting materials.
First, we run a few experiments between 4 eq of 5-(hydroxy(phenyl)methylene)-2,2-dimethyl-1,3-dioxane-4,6-dione (9a) with 1 Eq. 3-amino-5,5-dimethylcyclohex-2-enone 10a in various conditions to optimize the method. As a result, we observed the formation of desired conjugated enamide with yield varying from moderate 30% in case of reaction performed in boiling DCE without molecular sieves up to quantitive yield 97% with the presence of molecular sieves and at 55°C in DCE (Fig. 3).
Thus, isolated and purified enamide 11aa was subjected to cyclization toward the formation of 7,7-dimethyl-4-phenyl-7,8-dihydroquinoline-2,5(1H,6H)-dione (12aa). Our first attempts were focused on the application of mild Lewis acids as transition metals triflates, especially scandium triflate. However, this approach was unsuccessful regardless to condition applied (Fig. 4).
This failure prompted us to search for an effective catalyst for the preparation of 7,7-dimethyl-4-phenyl-7,8-dihydroquinoline-2,5(1H,6H)-dione (12aa). We focused on protic acid catalysts especially on PPA as a moderately acidic agent with a well-known ability to catalyst similar reactions including Knorr-type cyclization31–37.
We run two experiments with the cyclization of enamide 11aa in the presence of PPA. First in boiling dichlorobenzene DCB with a reaction time of 2h allowed to the formation of 7,7-dimethyl-4-phenyl-7,8-dihydroquinoline-2,5(1H,6H)-dione (12aa) with 37% yield, whereas the second was performed in boiling dichloroethane DCE within 6h with yield 34% (Fig. 5).
With these results, we put the question if those two processes, inter and intramolecular, could undergo subsequently without isolation of enamide intermediate in a kind of “one-pot” reaction. To evaluate our hypothesis we again carried out the condensation of a fourfold excess of benzoyl Meldrum’s acid 9a with an enaminone 10a. After completion of the enamide formation and disappearance of benzoyl Meldrum acid revealed with TLC analysis, PPA was added to the reaction, and the whole mixture was heated to boiling point for 6 hours. As a result, we obtained the 7,7-dimethyl-4-phenyl-7,8-dihydroquinoline-2,5(1H,6H)-dione (12aa) with 32% yield (Fig. 6). As an alternative for the usage of PPA we tested TsOH in toluene however with a weaker result since the yield after cumulating two steps was only 15%.
Encouraged by these results, we decided to perform a series of reactions using various derivatives of Meldrum's acid and enaminones to evaluate the scope and limitations of the newly developed method. With our new method, we were able to prepare a wide range of compounds with 7,8-dihydroquinoline-2,5(1H,6H)-dione scaffold quickly in one laboratory step with moderate yields (Table 1).
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)
In the case of 5-(1-hydroxy-2-(naphthalen-1-yl)ethylidene)-2,2-dimethyl-1,3-dioxane-4,6-dione used as a Meldrum’s acid (Table 1, Run 9) formation of enamide was observed but further condensation using PPA failed. An identical situation was observed when 3-aminocyclopent-2-enone was applied. Surprisingly in the case of 5-(hydroxy(4-methoxyphenyl)methylene)-2,2-dimethyl-1,3-dioxane-4,6-dione (9c) as a Meldrum’s component (Table 1, Run 3) significantly different product compared to the rest of the results was isolated from the reaction mixture. The first problem was the elucidation of a structure of a new unexpected product. It was substantial for us during the analysis that this compound had a double fragment coming from the Meldrum derivative and only one coming from the enaminone. Based on data from NMR ad MS we proposed the following structure, which could be in equilibrium with its keto form (Fig. 7).
Thus, we decided to elucidate the reaction mechanism behind this particular reaction. First, we decided to check which step of the process is responsible for the formation of unusual product. As was mentioned unexpected product contain an “excess” of moieties originating from acyl Meldrum’s acid, so it would suggest that the excess of 5-(hydroxy(4-methoxyphenyl)methylene)-2,2-dimethyl-1,3-dioxane-4,6-dione (9c) used in “one step” process causes such an untypical reaction course. Therefore, we prepared enamide 11ca according to the stepwise procedure, isolated and purified it. In the next step, an attempt to cyclize purified 11ca using PPA was performed. In this reaction, we gained again compound 13ca with a yield of 21% (Fig. 8).
The result confirmed that the excess of acyl Meldrum’s acid used in “one pot” wasn’t responsible for the unusual course of the reaction. Compound 13ca must be formed by the interaction of two molecules of enamide 11ca. To explain the formation of product 13ca we proposed a tentative reaction mechanism presented in Fig. 9.
Obviously, we paid attention to the fact that only the reaction of p-metoxy derivatives of Meldrum’s acid with dimedone enamineone gave us an unexpected product. Thus, to explain this phenomenon we put the hypothesis that EDG causes a decrease in the electrophilicity of the keto carbonyl carbon in enamide 11ca. Thereby inhibiting the privileged process of intramolecular cyclization which would lead to the usual product 12ca, simultaneously causes that an entropically more difficult intermolecular process could be observed. To validate our hypothesis, we decided to obtain and purified enamide 11ga with furyl substituent possessing a strong M + effect (Fig. 10a), and then once again carry out the intramolecular condensation with PPA. As a result, we obtained compound 13ga which confirmed that EDG indeed affects the course of the reaction (Fig. 10b).
In the case of intermolecular (Fig. 9) and intramolecular (Fig. 5) reactions the role of the nucleophile is played by the enaminone fragment having the largest contribution to the HOMO orbital of the molecule. The discussed intermolecular condensation can theoretically occur in two directions – attack of a nucleophile on a keto-carbonyl (not shown on Fig. 9) or on amide carbonyl carbon atom. Considering the factors affecting the transition of reaction (presence of ED group) from intramolecular to intermolecular, it’s likely that the enamineone nucleophile initiates the reaction with the amide carbonyl. Otherwise, we would be dealing with intramolecular cyclization.
Moreover in searching for the most basic position of the molecule, we estimated with the "Chemaxon pKa calculator"38 pKa values for the conjugate acids of the enamide 11ca and its enol form 11ca’ which are 1.0 and 0.4, respectively (Fig. 11).
In a reaction environment with an excess of PPA, these compounds will be largely in the protonated form. Obviously, the protonated forms are more electrophilic than the non-protonated. When considering the participation of these two forms in the actual course of the reaction, the position of the keto-enol equilibrium of protonated and deprotonated forms should be also taken into account. Considering the 1H NMR spectra for EDG-substituted enamides in a non-polar solvent, the amount of the enol form is negligibly small. Thus the most electrophilic species in our reaction mixture have to be protonated enamide 11ca (Fig. 11) which additionally supports our proposed mechanism.