Alkyl Triflimidate-Mediated Electrochemical Deaminative Functionalization

Alkyl Triflimidate-Mediated Electrochemical Deaminative Functionalization | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Article Alkyl Triflimidate-Mediated Electrochemical Deaminative Functionalization Yi Wang, Hui Shu, Xiangzhang Tao, Shengyang Ni, Jiyang Liu, Jia Xu, and 1 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-4785437/v1 This work is licensed under a CC BY 4.0 License Status: Posted Version 1 posted You are reading this latest preprint version Abstract An efficient electrochemical strategy for the deaminative functionalization of alkyl amines has been described. The alkyl triflimidates was readily accessed by the treatment of primary alkyl amines with trifluoromethanesulfonic anhydride and unprecedentedly employed for C − N bond activation. Under cellular conditions or with the promotion of bases, triflimidates can be applied to a range of transformations, including boronation, sulfuration, selenization, sulfonation, oxidation, esterification, and amidation. Physical sciences/Chemistry/Organic chemistry/Synthetic chemistry methodology Physical sciences/Chemistry/Organic chemistry/Reaction mechanisms Figures Figure 1 Figure 2 Figure 3 Figure 4 Figure 5 Introduction Aliphatic primary amines are prevalent in nature, living organisms, and biologically active molecules. 1–7 Serving as fundamental building blocks, they find extensive use in synthesizing complex molecules. 8–14 The deaminative cleavage of C(sp 3 ) − N bonds to produce alkyl radicals holds great potential in organic synthesis and drug discovery. However, cleaving the C − N bond in a primary amine (C − NH 2 ) poses a significant challenge in organic chemistry. This challenge stems from the poor leaving ability of the NH 2 group (C − N BDE = 102 kcal/mol, pKa = 36) and the free N − H bonds towards oxidation/cross-coupling (N − H BDE = 92 kcal/mol). In the 1970s, efforts to achieve deamination by sulfonation or pre-functionalization of alkyl amines with 2,4,6-triphenylpyridine salts (Katritzky salts) faced limitations due to strict reaction conditions. However, Watson and colleagues reported a milestone work using Katritzky salts to access alkyl radicals via a single electron transfer (SET) process. 15,18 Subsequent developments of the amine-derived Katritzky pyridium salts as carbon radical precursors have emerged. 16–18 Meanwhile, isonitriles could be employed as alkyl radical precursors in photocatalyzed deaminative hydrogenation (Fig. 1 A). 35 Alkyl diazo compounds were also used to achieve various deaminative functionlizations (Fig. 1 B). 36 In addition, imines could be generated from the corresponding amines with trimethoxybenzaldehyde and applied to a number of photoredox deaminative functionalizations (Fig. 1 C). 37 Despite these innovative artistic efforts to achieve deamination strategies, the pursuit of other readily available surrogates for primary amines remains highly valuable. Electrochemical synthesis has experienced a new trend of research interest in both research and industry owing to its sustainable and practical nature. 39–46 In our previous study, Katritzky salts were proven suitable for the deaminative functionalizations under cell conditions (Fig. 1 D). 38 However, this strategy could only apply to secondary alkylamines. Moreover, the expensive pyrylium reagents and the triphenylpyridine by-product restrict the applicability of this method. To address these issues, we describe a new approach utilizing inexpensive trifluoromethanesulfonic anhydride as an activating reagent. The namely alkyl triflimidates 23 undergo mild electrochemical deaminative functionalizations in the absence of stoichiometric reductant or transition metal catalyst. In addition, in the presence of a catalytic amount of base, alkyl triflimidates can undergo ionic reactions, such as Ritter-type reactions (Fig. 1 E). Results Reaction optimization. We began our study with the electrochemical deaminative borylation using alkyl triflimidate ( 1 ) and B 2 cat 2 ( 2 ) and treated under constant current electrolysis (CCE) (Table 1). After detailed investigations, we found that the desired alkyl boron ( 3 ) could be obtained in 88% yield under an undivided cell set-up with magnesium anode and nickel foam cathode in a working current of 20 mA (Table 1, entry 1). Other anode materials, such as zinc, iron, and carbon were unable to provide higher reaction efficiency (entries 2–4). In the case of carbon as the cathode, a lower yield of 36% is observed (entry 5). Notably, the use of n Bu 4 NBF 4 instead of TBAI proved incompatible, which indicated that the reaction could be mediated by alkyl iodide (entry 6). Varied current (10 mA and 30 mA) caused decreased yields of the product (Table 1, entries 8 and 9). The presence of air leaded to a product loss of approximately 15% (entry 7). Remarkably, activation of the primary alkyl amine with TsCl and preparation as Katritzky salt proved to be impractical under the given reaction conditions, leading to significant challenges in achieving the desired target product.(entries 10 and 11). With the optimized conditions in hand, the generality of this electrochemical transformation has been evaluated. As shown in Fig. 2 , this protocol exhibited good efficiency toward the borylation of alkyl triflimidates, showcasing wide functional tolerance and generated the borylation products in moderate to high yields. Notably, various functional groups, including halides ( 4 – 5 , 8 – 9 , 25 ), trifluoromethyl ( 6 – 7 ), ethers ( 14 , 16 ), ester ( 24 ), aromatic and heterocyclic ( 11 – 13 , 17 – 20 ), naphthalene ring ( 21 ), cyanides ( 15 , 31 ), protected alcohol ( 29 ), and thioether ( 32 ), have demonstrated compatibility with this electrochemical scheme. This underscores the robustness of our electrochemical methodology. Additionally, recognizing the crucial role of polyboron compounds in organic synthesis and the limitations of direct synthesis methods, this paper outlines the preparation of diverse diboron compounds through diamine ( 26 , 30 ). We next extended this borylation reaction to secondary alkyl amines. Secondary amines were also amenable to this method, as exemplified by 2-Amino-4-phenylbutane, which gave product 33 in 45% yield. Cyclic alkylamines, such as cyclohexyl, cyclododecyl, and 4-aminotetrahydropyran, also result in moderate yields of the boronated products ( 34 – 36 ). Having successfully established the C − B bond, we explored the possibility of forming other C − X bonds within this framework. Disulfide is selected as the radical receptor. As depicted in Fig. 3 , under the standard conditions, we found both alkyl and aryl sulfide were generated in high yields ( 37 , 41 – 44 ). In addition, we efficiently achieved deaminative selenation ( 38 ), stibnation ( 39 ), and sulfonylation ( 40 ), resulting in high yield products. To further demonstrate the practicality of the deaminative functionalization approach for alkyl triflimidates, we conducted various deamination reactions. As illustrated in Fig. 4 , halogenation (Cl, Br, I) achieved comparable conversion rates ( 46 – 48 ). Furthermore, under catalytic base conditions and heating at 60°C, the deaminative oxidation of alkyl triflimidate 1 successfully yielded the corresponding ethers ( 49 ). Reaction of alkyl triflimidates with amides led to the formation of ester compounds ( 50 – 53 ). Notably, alkyl triflimidates facilitated deamination Ritter reactions, efficiently producing a diverse array of amide compounds, including alkyl and aryl amides ( 54–61 ). To explore the reaction mechanism, a series of experiments were conducted. The intermediate verification experiment demonstrated that alkyl triflimidate ( 5a ) was completely converted to alkyl iodide ( 5b ) within 2 mins, followed by the consumption of 5b and its conversion into the corresponding product within 40 mins (Fig. 5 A). The in-situ 19 F NMR also indicated that the iodination of 5a was rapid (Fig. 5 B). 47–48 The radical trapping experiment with TEMPO under standard conditions resulted in the alkyl adduct 45 , which was detected by HRMS. This observation validated the radical mechanism (Fig. 5 E). The CV experiments were performed to verify the species undergoing cathodic reduction. The reduction potential of the alkyl triflimidate 8a (-3.6 V) was higher than that of the iodide 8b (-3.1 V), with the reduction potential of B 2 cat 2 (-3.4 V) falling between the two, indicating that the direct reduction of alkyl triflimidate to radicals is challenging, whereas 8b is more likely to be reduced to generate alkyl radicals, according to the literature (Fig. 5 C). 49–50 To further improve the reaction efficiency, the microfluidic electrochemistry platform was introduced for scale-up reactions. Under a flow rate of 0.025 mL/min and an electrolysis current of 10 mA, we obtained a yield of 76% for the product (Fig. 5 D). To validate the applicability of this protocol, a 3 mmol-scale reaction was carried out, yielding the boronated product in 75% within 5 hours at 100 mA (Fig. 5 F). Furthermore, utilizing a one-pot synthesis approach, we were able to achieve a 43% yield of the boronated product, demonstrating the practicality of this method under the given reaction conditions (Fig. 5 G). Based on the previous reports and the above experiments, we propose a possible mechanism as shown in Fig. 5 H. 51–55 The reaction is initiated with rapid iodination of alkyl triflimidate to generate alkyl iodide. Meanwhile, the DMA combines with one equivalent of B 2 cat 2 to form complexe A and undergoes single-electron reduction at the cathode to form radical B . Subsequently, this radical may undergo two different paths. In path a, the reaction of the alkyl radical with A gives the alkyl boronate product and C / D , which is eventually oxidized on the anode to form E . In path b, radical − radical cross-coupling of alkyl radical and B furnishes the alkyl boronate and complex F . Discussion In conclusion, we have developed a novel deaminative protocol using inexpensive and readily available trifluoromethanesulfonic anhydride as an activating reagent. Under mild electrochemical conditions, various functionalizations of primary aliphatic amines can be achieved through C − N bond cleavage of the triflimidates. Furthermore, scale-up reaction and continous-flow reaction have demonstrated the applicability of this deamination borylation strategy. Mechanistic studies indicate that iodide ions play a crucial role in the deaminative process. Additionally, deaminative halogenation, oxidation, and amidation can be performed under catalytic base conditions. Methods General Procedure for the synthesis of products 3–32. Condition A TBAI (332 mg, 0.9 mmol), B 2 cat 2 (477 mg, 2.0 mmol), alkyl trifluoroimide (0.5 mmol) and DMAc (3 ml) in a tube and place in a glove box. Magnesium plate (52.5×8×2 mm) was used as the anode, foamed nickel electrode (52.5×8×2 mm) was used as the cathode and then the reaction mixture was electrolyzed at a constant current of 20 mA for 1 h. Afterwards, a solution of pinacol (2.0 mmol, 4.0 equiv., 236 mg) in triethylamine (1.0 mL) was added to the electrolyzer cell and the reaction mixture kept stirring at room temperature for 1 h. The mixture was then quenched with ethyl acetate, dried onto silica gel, and purified by rapid column chromatography. General Procedure for the synthesis of products 33–36. Condition B An oven dried tube flask equipped with a stir bar placed in a glove box was charged with amine (0.5 mmol, 1.0 equiv.), CH 2 Cl 2 (1 ml, 0.5 M) and Et 3 N (0.28 mL, 1 mmol, 2.0 equiv.). The flask was cooled to -78°C, and trifluoromethanesulfonic anhydride (0.26 mL, 0.42 g, 1.5 mmol, 3.0 equiv.) was added dropwise. The reaction was stirred vigorously at -78°C for 0.5 h. Then NaI (135 mg, 0.9 mmol), B 2 cat 2 (477 mg, 2.0 mmol), and DMAc (3 ml) in the tube and place in a glove box. Magnesium plate (52.5×8×2 mm) was used as the anode, foamed nickel electrode (52.5×8×2 mm) was used as the cathode and then the reaction mixture was electrolyzed at a constant current of 20 mA at 60°C. Afterwards, a solution of pinacol (2.0 mmol, 4.0 equiv., 236 mg) in triethylamine (1.0 mL) was added to the electrolyzer cell and the reaction mixture kept stirring at room temperature for 1 h. The mixture was then quenched with ethyl acetate, dried onto silica gel, and purified by rapid column chromatography. Declarations Data availability The authors declare that the main data supporting the findings of this study, including experimental procedures and compound characterization, are available within the article and its Supplementary Information files, or from the corresponding author upon request. Acknowledgements We gratefully acknowledge the financial support from the National Natural Science Foundation of China (Nos. 21971107 and 22071101). Author contributions H. S., X. T., J. L., J. X., conducted all experiments and characterized the novel compounds. X. T., Y. W., S. N., and Y.P. designed the experiments and wrote the manuscript. All authors contributed to the preparation of the manuscript. Competing interests The authors declare no competing interests. Additional information Supplementary information accompanies this paper at https://doi.org/10.1038/xxxx. Correspondence and requests for materials should be addressed to Y.W. Reprints and permissions information is available online at http://npg.nature.com/reprintsandpermissions/ References Ruiz-Castillo P, Buchwald SL (2016) Applications of Palladium-Catalyzed C–N Cross-Coupling Reactions. 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Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-4785437","acceptedTermsAndConditions":true,"allowDirectSubmit":true,"archivedVersions":[],"articleType":"Article","associatedPublications":[],"authors":[{"id":333821931,"identity":"a99753eb-5b35-4eaa-88cf-33c201c2cb99","order_by":0,"name":"Yi 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University","correspondingAuthor":false,"prefix":"","firstName":"Jia","middleName":"","lastName":"Xu","suffix":""},{"id":333821937,"identity":"902805df-a3d9-42df-ae49-acca958372d8","order_by":6,"name":"Yi Pan","email":"","orcid":"","institution":"Nanjing University","correspondingAuthor":false,"prefix":"","firstName":"Yi","middleName":"","lastName":"Pan","suffix":""}],"badges":[],"createdAt":"2024-07-23 04:00:26","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-4785437/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-4785437/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":61541009,"identity":"dabad9a5-6124-4428-a015-358e0b489b5e","added_by":"auto","created_at":"2024-08-01 03:35:50","extension":"png","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":68939,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eThe Strategies of Amine Activation for Deaminative Functionalization\u003c/strong\u003e\u003c/p\u003e","description":"","filename":"1.png","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/8d690a7b324343ffa2602262.png"},{"id":61540692,"identity":"c29517c9-5966-4698-b077-1a8159bb349e","added_by":"auto","created_at":"2024-08-01 03:27:50","extension":"png","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":90789,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eScopes of the alkyl triflimidates. \u003c/strong\u003eConditions: alkyl triflimidates (0.5 mmol), \u003cstrong\u003e2\u003c/strong\u003e (2.0 mmol), TBAI (0.9 mmol), DMA (3.0 mL), under argon atmosphere, 25 °C, 1 h.\u003c/p\u003e","description":"","filename":"2.png","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/34bf7d2d6bb2f67ae2e971b0.png"},{"id":61540694,"identity":"55814dbe-d7da-4f62-aecf-19c705788cea","added_by":"auto","created_at":"2024-08-01 03:27:50","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":43697,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eElectroreductive Coupling of Disulfides with Alkyl Triflimidates.\u003c/strong\u003e Conditions: alkyl triflimidates (0.2 mmol), disulfides (0.5 mmol), TBAI (0.9 mmol), DMA (3.0 mL), under argon atmosphere, 25 °C, 2 h.\u003c/p\u003e","description":"","filename":"3.png","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/3af593249ce0bebf581fbe85.png"},{"id":61541010,"identity":"ab41e38c-7ec3-4360-aaa0-7cd3e3a7b999","added_by":"auto","created_at":"2024-08-01 03:35:50","extension":"png","order_by":4,"title":"Figure 4","display":"","copyAsset":false,"role":"figure","size":87757,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eDeaminative functionalization.\u003c/strong\u003e\u003csup\u003e a\u003c/sup\u003eConditions: alkyl triflimidates (0.2 mmol), NaX (0.3 mmol), 25 °C, 0.5 h. \u0026nbsp;\u003csup\u003eb\u003c/sup\u003eConditions: alkyl triflimidates (0.2 mmol), MeOH (0.5 mL), NaH\u003csub\u003e2\u003c/sub\u003ePO\u003csub\u003e4\u003c/sub\u003e (20 mol%), 60 °C, 6 h. \u003csup\u003ec\u003c/sup\u003eConditions: alkyl triflimidates (0.2 mmol), amide (0.5 mL), NaH\u003csub\u003e2\u003c/sub\u003ePO\u003csub\u003e4\u003c/sub\u003e (20 mol%), H\u003csub\u003e2\u003c/sub\u003eO (0.2 mmol), 60 °C, 6 h. \u003csup\u003ed\u003c/sup\u003eConditions: alkyl triflimidates (0.2 mmol), cyanide (0.9 mmol), NaH\u003csub\u003e2\u003c/sub\u003ePO\u003csub\u003e4\u003c/sub\u003e (20 mol%), H\u003csub\u003e2\u003c/sub\u003eO (0.2 mmol), 60 °C, 6 h.\u003c/p\u003e","description":"","filename":"4.png","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/fcdc5965c13d5d8b4cb50626.png"},{"id":61540696,"identity":"796c395b-db62-42f4-ba46-2743e27238b5","added_by":"auto","created_at":"2024-08-01 03:27:50","extension":"png","order_by":5,"title":"Figure 5","display":"","copyAsset":false,"role":"figure","size":170903,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eMechanism Study and Application.\u003c/strong\u003e\u003c/p\u003e","description":"","filename":"5.png","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/14c1f25883fad9376ff289f9.png"},{"id":64603328,"identity":"f1175b3b-ac67-41c0-a141-ee11e5cdd8eb","added_by":"auto","created_at":"2024-09-16 12:33:19","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":810442,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/f6159da2-6f6c-469c-be33-8e1af635d56d.pdf"},{"id":61540697,"identity":"d38c7031-428d-4225-83c0-dd6ad259f7f9","added_by":"auto","created_at":"2024-08-01 03:27:51","extension":"docx","order_by":2,"title":"","display":"","copyAsset":false,"role":"supplement","size":5751232,"visible":true,"origin":"","legend":"","description":"","filename":"1SupportingInformation.docx","url":"https://assets-eu.researchsquare.com/files/rs-4785437/v1/0d6bec282aebd56e1f3f6d79.docx"}],"financialInterests":"There is \u003cb\u003eNO\u003c/b\u003e Competing Interest.","formattedTitle":"Alkyl Triflimidate-Mediated Electrochemical Deaminative Functionalization","fulltext":[{"header":"Introduction","content":"\u003cp\u003eAliphatic primary amines are prevalent in nature, living organisms, and biologically active molecules.\u003csup\u003e1\u0026ndash;7\u003c/sup\u003e Serving as fundamental building blocks, they find extensive use in synthesizing complex molecules.\u003csup\u003e8\u0026ndash;14\u003c/sup\u003e The deaminative cleavage of C(sp\u003csup\u003e3\u003c/sup\u003e)\u0026thinsp;\u0026minus;\u0026thinsp;N bonds to produce alkyl radicals holds great potential in organic synthesis and drug discovery. However, cleaving the C\u0026thinsp;\u0026minus;\u0026thinsp;N bond in a primary amine (C\u0026thinsp;\u0026minus;\u0026thinsp;NH\u003csub\u003e2\u003c/sub\u003e) poses a significant challenge in organic chemistry. This challenge stems from the poor leaving ability of the NH\u003csub\u003e2\u003c/sub\u003e group (C\u0026thinsp;\u0026minus;\u0026thinsp;N BDE\u0026thinsp;=\u0026thinsp;102 kcal/mol, pKa\u0026thinsp;=\u0026thinsp;36) and the free N\u0026thinsp;\u0026minus;\u0026thinsp;H bonds towards oxidation/cross-coupling (N\u0026thinsp;\u0026minus;\u0026thinsp;H BDE\u0026thinsp;=\u0026thinsp;92 kcal/mol). In the 1970s, efforts to achieve deamination by sulfonation or pre-functionalization of alkyl amines with 2,4,6-triphenylpyridine salts (Katritzky salts) faced limitations due to strict reaction conditions. However, Watson and colleagues reported a milestone work using Katritzky salts to access alkyl radicals via a single electron transfer (SET) process.\u003csup\u003e15,18\u003c/sup\u003e Subsequent developments of the amine-derived Katritzky pyridium salts as carbon radical precursors have emerged.\u003csup\u003e16\u0026ndash;18\u003c/sup\u003e Meanwhile, isonitriles could be employed as alkyl radical precursors in photocatalyzed deaminative hydrogenation (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eA).\u003csup\u003e35\u003c/sup\u003e Alkyl diazo compounds were also used to achieve various deaminative functionlizations (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eB).\u003csup\u003e36\u003c/sup\u003e In addition, imines could be generated from the corresponding amines with trimethoxybenzaldehyde and applied to a number of photoredox deaminative functionalizations (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eC).\u003csup\u003e37\u003c/sup\u003e Despite these innovative artistic efforts to achieve deamination strategies, the pursuit of other readily available surrogates for primary amines remains highly valuable.\u003c/p\u003e \u003cp\u003eElectrochemical synthesis has experienced a new trend of research interest in both research and industry owing to its sustainable and practical nature.\u003csup\u003e39\u0026ndash;46\u003c/sup\u003e In our previous study, Katritzky salts were proven suitable for the deaminative functionalizations under cell conditions (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eD).\u003csup\u003e38\u003c/sup\u003e However, this strategy could only apply to secondary alkylamines. Moreover, the expensive pyrylium reagents and the triphenylpyridine by-product restrict the applicability of this method.\u003c/p\u003e \u003cp\u003eTo address these issues, we describe a new approach utilizing inexpensive trifluoromethanesulfonic anhydride as an activating reagent. The namely alkyl triflimidates\u003csup\u003e23\u003c/sup\u003e undergo mild electrochemical deaminative functionalizations in the absence of stoichiometric reductant or transition metal catalyst. In addition, in the presence of a catalytic amount of base, alkyl triflimidates can undergo ionic reactions, such as Ritter-type reactions (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eE).\u003c/p\u003e \u003cp\u003e \u003c/p\u003e"},{"header":"Results","content":"\u003cp\u003e\u003cstrong\u003eReaction optimization.\u003c/strong\u003e We began our study with the electrochemical deaminative borylation using alkyl triflimidate (\u003cspan class=\"CitationRef\"\u003e1\u003c/span\u003e) and B\u003csub\u003e2\u003c/sub\u003ecat\u003csub\u003e2\u003c/sub\u003e (\u003cspan class=\"CitationRef\"\u003e2\u003c/span\u003e) and treated under constant current electrolysis (CCE) (Table\u0026nbsp;1). After detailed investigations, we found that the desired alkyl boron (\u003cspan class=\"CitationRef\"\u003e3\u003c/span\u003e) could be obtained in 88% yield under an undivided cell set-up with magnesium anode and nickel foam cathode in a working current of 20 mA (Table 1, entry 1). Other anode materials, such as zinc, iron, and carbon were unable to provide higher reaction efficiency (entries 2\u0026ndash;4). In the case of carbon as the cathode, a lower yield of 36% is observed (entry 5). Notably, the use of \u003csup\u003e\u003cem\u003en\u003c/em\u003e\u003c/sup\u003eBu\u003csub\u003e4\u003c/sub\u003eNBF\u003csub\u003e4\u003c/sub\u003e instead of TBAI proved incompatible, which indicated that the reaction could be mediated by alkyl iodide (entry 6). Varied current (10 mA and 30 mA) caused decreased yields of the product (Table 1, entries 8 and 9). The presence of air leaded to a product loss of approximately 15% (entry 7). Remarkably, activation of the primary alkyl amine with TsCl and preparation as Katritzky salt proved to be impractical under the given reaction conditions, leading to significant challenges in achieving the desired target product.(entries 10 and 11).\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\" width=\"691\" height=\"339\"\u003e\u003cbr\u003e\u003c/p\u003e\n\u003cp\u003eWith the optimized conditions in hand, the generality of this electrochemical transformation has been evaluated. As shown in Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003e, this protocol exhibited good efficiency toward the borylation of alkyl triflimidates, showcasing wide functional tolerance and generated the borylation products in moderate to high yields. Notably, various functional groups, including halides (\u003cspan class=\"CitationRef\"\u003e4\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e5\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e8\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e9\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e25\u003c/span\u003e), trifluoromethyl (\u003cspan class=\"CitationRef\"\u003e6\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e7\u003c/span\u003e), ethers (\u003cspan class=\"CitationRef\"\u003e14\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e16\u003c/span\u003e), ester (\u003cspan class=\"CitationRef\"\u003e24\u003c/span\u003e), aromatic and heterocyclic (\u003cspan class=\"CitationRef\"\u003e11\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e13\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e17\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e20\u003c/span\u003e), naphthalene ring (\u003cspan class=\"CitationRef\"\u003e21\u003c/span\u003e), cyanides (\u003cspan class=\"CitationRef\"\u003e15\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e31\u003c/span\u003e), protected alcohol (\u003cspan class=\"CitationRef\"\u003e29\u003c/span\u003e), and thioether (\u003cspan class=\"CitationRef\"\u003e32\u003c/span\u003e), have demonstrated compatibility with this electrochemical scheme. This underscores the robustness of our electrochemical methodology. Additionally, recognizing the crucial role of polyboron compounds in organic synthesis and the limitations of direct synthesis methods, this paper outlines the preparation of diverse diboron compounds through diamine (\u003cspan class=\"CitationRef\"\u003e26\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e30\u003c/span\u003e). We next extended this borylation reaction to secondary alkyl amines. Secondary amines were also amenable to this method, as exemplified by 2-Amino-4-phenylbutane, which gave product \u003cstrong\u003e33\u003c/strong\u003e in 45% yield. Cyclic alkylamines, such as cyclohexyl, cyclododecyl, and 4-aminotetrahydropyran, also result in moderate yields of the boronated products (\u003cspan class=\"CitationRef\"\u003e34\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e36\u003c/span\u003e).\u003c/p\u003e\n\u003cp\u003eHaving successfully established the C\u0026thinsp;\u0026minus;\u0026thinsp;B bond, we explored the possibility of forming other C\u0026thinsp;\u0026minus;\u0026thinsp;X bonds within this framework. Disulfide is selected as the radical receptor. As depicted in Fig. \u003cspan class=\"InternalRef\"\u003e3\u003c/span\u003e, under the standard conditions, we found both alkyl and aryl sulfide were generated in high yields (\u003cspan class=\"CitationRef\"\u003e37\u003c/span\u003e, \u003cspan class=\"CitationRef\"\u003e41\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e44\u003c/span\u003e). In addition, we efficiently achieved deaminative selenation (\u003cspan class=\"CitationRef\"\u003e38\u003c/span\u003e), stibnation (\u003cspan class=\"CitationRef\"\u003e39\u003c/span\u003e), and sulfonylation (\u003cspan class=\"CitationRef\"\u003e40\u003c/span\u003e), resulting in high yield products.\u003c/p\u003e\n\u003cp\u003eTo further demonstrate the practicality of the deaminative functionalization approach for alkyl triflimidates, we conducted various deamination reactions. As illustrated in Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003e, halogenation (Cl, Br, I) achieved comparable conversion rates (\u003cspan class=\"CitationRef\"\u003e46\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e48\u003c/span\u003e). Furthermore, under catalytic base conditions and heating at 60\u0026deg;C, the deaminative oxidation of alkyl triflimidate \u003cstrong\u003e1\u003c/strong\u003e successfully yielded the corresponding ethers (\u003cspan class=\"CitationRef\"\u003e49\u003c/span\u003e). Reaction of alkyl triflimidates with amides led to the formation of ester compounds (\u003cspan class=\"CitationRef\"\u003e50\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e53\u003c/span\u003e). Notably, alkyl triflimidates facilitated deamination Ritter reactions, efficiently producing a diverse array of amide compounds, including alkyl and aryl amides (\u003cstrong\u003e54\u0026ndash;61\u003c/strong\u003e).\u003c/p\u003e\n\u003cp\u003eTo explore the reaction mechanism, a series of experiments were conducted. The intermediate verification experiment demonstrated that alkyl triflimidate (\u003cstrong\u003e5a\u003c/strong\u003e) was completely converted to alkyl iodide (\u003cstrong\u003e5b\u003c/strong\u003e) within 2 mins, followed by the consumption of \u003cstrong\u003e5b\u003c/strong\u003e and its conversion into the corresponding product within 40 mins (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eA). The in-situ \u003csup\u003e19\u003c/sup\u003eF NMR also indicated that the iodination of \u003cstrong\u003e5a\u003c/strong\u003e was rapid (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eB).\u003csup\u003e47\u0026ndash;48\u003c/sup\u003e The radical trapping experiment with TEMPO under standard conditions resulted in the alkyl adduct \u003cstrong\u003e45\u003c/strong\u003e, which was detected by HRMS. This observation validated the radical mechanism (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eE). The CV experiments were performed to verify the species undergoing cathodic reduction. The reduction potential of the alkyl triflimidate \u003cstrong\u003e8a\u003c/strong\u003e (-3.6 V) was higher than that of the iodide \u003cstrong\u003e8b\u003c/strong\u003e (-3.1 V), with the reduction potential of B\u003csub\u003e2\u003c/sub\u003ecat\u003csub\u003e2\u003c/sub\u003e (-3.4 V) falling between the two, indicating that the direct reduction of alkyl triflimidate to radicals is challenging, whereas \u003cstrong\u003e8b\u003c/strong\u003e is more likely to be reduced to generate alkyl radicals, according to the literature (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eC).\u003csup\u003e49\u0026ndash;50\u003c/sup\u003e To further improve the reaction efficiency, the microfluidic electrochemistry platform was introduced for scale-up reactions. Under a flow rate of 0.025 mL/min and an electrolysis current of 10 mA, we obtained a yield of 76% for the product (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eD). To validate the applicability of this protocol, a 3 mmol-scale reaction was carried out, yielding the boronated product in 75% within 5 hours at 100 mA (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eF). Furthermore, utilizing a one-pot synthesis approach, we were able to achieve a 43% yield of the boronated product, demonstrating the practicality of this method under the given reaction conditions (Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eG).\u003c/p\u003e\n\u003cp\u003eBased on the previous reports and the above experiments, we propose a possible mechanism as shown in Fig. \u003cspan class=\"InternalRef\"\u003e5\u003c/span\u003eH.\u003csup\u003e51\u0026ndash;55\u003c/sup\u003e The reaction is initiated with rapid iodination of alkyl triflimidate to generate alkyl iodide. Meanwhile, the DMA combines with one equivalent of B\u003csub\u003e2\u003c/sub\u003ecat\u003csub\u003e2\u003c/sub\u003e to form complexe \u003cstrong\u003eA\u003c/strong\u003e and undergoes single-electron reduction at the cathode to form radical \u003cstrong\u003eB\u003c/strong\u003e. Subsequently, this radical may undergo two different paths. In path a, the reaction of the alkyl radical with \u003cstrong\u003eA\u003c/strong\u003e gives the alkyl boronate product and \u003cstrong\u003eC\u003c/strong\u003e/\u003cstrong\u003eD\u003c/strong\u003e, which is eventually oxidized on the anode to form \u003cstrong\u003eE\u003c/strong\u003e. In path b, radical\u0026thinsp;\u0026minus;\u0026thinsp;radical cross-coupling of alkyl radical and B furnishes the alkyl boronate and complex \u003cstrong\u003eF\u003c/strong\u003e.\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eIn conclusion, we have developed a novel deaminative protocol using inexpensive and readily available trifluoromethanesulfonic anhydride as an activating reagent. Under mild electrochemical conditions, various functionalizations of primary aliphatic amines can be achieved through C\u0026thinsp;\u0026minus;\u0026thinsp;N bond cleavage of the triflimidates. Furthermore, scale-up reaction and continous-flow reaction have demonstrated the applicability of this deamination borylation strategy. Mechanistic studies indicate that iodide ions play a crucial role in the deaminative process. Additionally, deaminative halogenation, oxidation, and amidation can be performed under catalytic base conditions.\u003c/p\u003e"},{"header":"Methods","content":"\u003cp\u003e \u003cstrong\u003eGeneral Procedure for the synthesis of products 3\u0026ndash;32. Condition A\u003c/strong\u003e \u003cp\u003eTBAI (332 mg, 0.9 mmol), B\u003csub\u003e2\u003c/sub\u003ecat\u003csub\u003e2\u003c/sub\u003e (477 mg, 2.0 mmol), alkyl trifluoroimide (0.5 mmol) and DMAc (3 ml) in a tube and place in a glove box. Magnesium plate (52.5\u0026times;8\u0026times;2 mm) was used as the anode, foamed nickel electrode (52.5\u0026times;8\u0026times;2 mm) was used as the cathode and then the reaction mixture was electrolyzed at a constant current of 20 mA for 1 h. Afterwards, a solution of pinacol (2.0 mmol, 4.0 equiv., 236 mg) in triethylamine (1.0 mL) was added to the electrolyzer cell and the reaction mixture kept stirring at room temperature for 1 h. The mixture was then quenched with ethyl acetate, dried onto silica gel, and purified by rapid column chromatography.\u003c/p\u003e\u003cp\u003e \u003cstrong\u003eGeneral Procedure for the synthesis of products 33\u0026ndash;36. Condition B\u003c/strong\u003e \u003cp\u003eAn oven dried tube flask equipped with a stir bar placed in a glove box was charged with amine (0.5 mmol, 1.0 equiv.), CH\u003csub\u003e2\u003c/sub\u003eCl\u003csub\u003e2\u003c/sub\u003e (1 ml, 0.5 M) and Et\u003csub\u003e3\u003c/sub\u003eN (0.28 mL, 1 mmol, 2.0 equiv.). The flask was cooled to -78\u0026deg;C, and trifluoromethanesulfonic anhydride (0.26 mL, 0.42 g, 1.5 mmol, 3.0 equiv.) was added dropwise. The reaction was stirred vigorously at -78\u0026deg;C for 0.5 h. Then NaI (135 mg, 0.9 mmol), B\u003csub\u003e2\u003c/sub\u003ecat\u003csub\u003e2\u003c/sub\u003e (477 mg, 2.0 mmol), and DMAc (3 ml) in the tube and place in a glove box. Magnesium plate (52.5\u0026times;8\u0026times;2 mm) was used as the anode, foamed nickel electrode (52.5\u0026times;8\u0026times;2 mm) was used as the cathode and then the reaction mixture was electrolyzed at a constant current of 20 mA at 60\u0026deg;C. Afterwards, a solution of pinacol (2.0 mmol, 4.0 equiv., 236 mg) in triethylamine (1.0 mL) was added to the electrolyzer cell and the reaction mixture kept stirring at room temperature for 1 h. The mixture was then quenched with ethyl acetate, dried onto silica gel, and purified by rapid column chromatography.\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eData availability\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors declare that the main data supporting the findings of this study, including experimental procedures and compound characterization, are available within the article and its Supplementary Information files, or from the corresponding author upon request.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgements\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eWe gratefully acknowledge the financial support from the National Natural Science Foundation of China (Nos. 21971107 and 22071101).\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor contributions\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eH. S., X. T., J. L., J. X., conducted all experiments and characterized the novel compounds. X. T., Y. W., S. N., and Y.P. designed the experiments and wrote the manuscript. All authors contributed to the preparation of the manuscript.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting interests\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors declare no competing interests.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAdditional information\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eSupplementary information\u003c/strong\u003e accompanies this paper at https://doi.org/10.1038/xxxx.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCorrespondence and requests for materials\u003c/strong\u003e should be addressed to Y.W.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eReprints and permissions\u003c/strong\u003e information is available online at http://npg.nature.com/reprintsandpermissions/\u0026nbsp;\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\u003cli\u003e\u003cspan\u003eRuiz-Castillo P, Buchwald SL (2016) Applications of Palladium-Catalyzed C\u0026ndash;N Cross-Coupling Reactions. 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Science 357:283\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":true,"hideJournal":true,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"","lastPublishedDoi":"10.21203/rs.3.rs-4785437/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-4785437/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003eAn efficient electrochemical strategy for the deaminative functionalization of alkyl amines has been described. The alkyl triflimidates was readily accessed by the treatment of primary alkyl amines with trifluoromethanesulfonic anhydride and unprecedentedly employed for C\u0026thinsp;\u0026minus;\u0026thinsp;N bond activation. Under cellular conditions or with the promotion of bases, triflimidates can be applied to a range of transformations, including boronation, sulfuration, selenization, sulfonation, oxidation, esterification, and amidation.\u003c/p\u003e","manuscriptTitle":"Alkyl Triflimidate-Mediated Electrochemical Deaminative Functionalization","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2024-08-01 03:27:46","doi":"10.21203/rs.3.rs-4785437/v1","editorialEvents":[{"type":"communityComments","content":0}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"02de4b5e-dc66-4e49-a7a1-d2cb7f196443","owner":[],"postedDate":"August 1st, 2024","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[{"id":35351138,"name":"Physical sciences/Chemistry/Organic chemistry/Synthetic chemistry methodology"},{"id":35351139,"name":"Physical sciences/Chemistry/Organic chemistry/Reaction mechanisms"}],"tags":[],"updatedAt":"2024-09-16T12:25:11+00:00","versionOfRecord":[],"versionCreatedAt":"2024-08-01 03:27:46","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-4785437","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-4785437","identity":"rs-4785437","version":["v1"]},"buildId":"8U1c8b4HqxoKbykW_rLl7","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}