Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates

Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates | 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 Physical Sciences - Article Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates Teck-Peng Loh, Xiaohong Li, Xu Tao, Zhenguo Zhang, Bowen Li, Jiafeng Fan, and 2 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-6196140/v1 This work is licensed under a CC BY 4.0 License Status: Under Review Version 1 posted You are reading this latest preprint version Abstract Thiol-specific modification of proteins through conjugation with small molecules represents a critical advancement in biological research and therapeutic development, particularly in the context of antibody-drug conjugates (ADCs) for targeted cancer therapy. Despite the widespread use of maleimide-based linkers, their stability under physiological conditions remains a major limitation, often compromising therapeutic efficacy. In this investigation, we developed a novel and efficient thiol-specific bioconjugation strategy that employs allylic acetate, activated by a recyclable solid phosphine catalyst. This approach achieves high yields and demonstrates robust stability under bio-compatible, room-temperature conditions. Notably, it sets a new record for the fastest cysteine-conjugation reaction rate reported to date, with a rate constant of k 2 = 1.49 × 10 6 M − 1 s − 1 . The method expands the substrate scope and introduces a sustainable, environmentally friendly approach to ADC linker design, offering a significant advancement in the creation of stable, biocompatible, and therapeutically effective compounds. Physical sciences/Chemistry/Chemical biology/Chemical modification Physical sciences/Chemistry/Chemical biology/Chemical tools Figures Figure 1 Figure 2 Figure 3 Figure 4 Introduction The thiol-specific modification of proteins with small molecules plays a pivotal role in advancing biological research 1 – 6 and developing innovative therapeutics 7 – 11 , particularly in the field of antibody-drug conjugates (ADCs) 12 – 16 . ADCs have revolutionized cancer therapy by enabling targeted delivery of cytotoxic agents to tumor cells, thereby minimizing systemic toxicity. The design of effective linkers is a critical factor in the development of ADCs (Fig. 1 A, left), as these linkers influence key aspects such as stability, release mechanisms, and overall therapeutic performance 12 – 16 . An ideal linker should simultaneously exhibit high selectivity for specific amino acids, allow rapid conjugation under biocompatible conditions, ensure stability, exhibit low toxicity and facilitate the straightforward attachment of functional payloads 2 . Despite their crucial role in life sciences, the development of linkers that fulfill all these criteria remains a challenging task 2 . As a result, approximately 70% of FDA-approved ADCs 17 , including Blenrep™, Trodelvy™, Adcetris™, Enhertu™, and Zynlonta™, still rely on maleimide-based linkers. However, these linkers often suffer from stability issues under physiological conditions, compromising therapeutic efficacy and reliability 18 – 20 . In response to these challenges, various amazing thiol-specific conjugation strategies have been explored, including addition reactions 21 – 27 (e.g., allenic amides 21 and electron-deficient alkynes 22 – 25 ) and substitution reactions 28 – 34 (e.g., α-iodol acetates 28 and electron-deficient pyridinium salts 29 and methyl sulfonyl benzothiazole 30 ). Other promising approaches have emerged, such as disulfide re-bridging 35 – 36 , thiol-selective transition-metal reagents/catalysis 37 – 41 , and enzyme-mediated 42 – 44 cysteine conjugation. Although the fastest cysteine conjugation reaction rate k 2 = 3.2 × 10 5 M − 1 ·s − 1 was achieved 26 , 31 many of these methods are limited by issues such as instability, restricted site specificity, potential toxicity, or scalability concerns, all of which pose substantial obstacles to their widespread application in ADCs development. Herein, we propose a novel thiol-specific bioconjugation strategy using allylic acetate 45 – 52 with recyclable heterogeneous phosphine catalysis 53 – 60 . With this reaction, a new record has been set for the fastest cysteine-conjugation reaction rate that has ever been recorded 26 , 31 (with a rate constant of k 2 = 1.49 × 10 6 M − 1 ·s − 1 ). At room temperature in natural PBS, this protocol achieves high yields and demonstrates compatibility with a range of thiols and allylic acetates, thereby facilitating versatile product formation. The resulting thiol-conjugated products exhibit strong stability under various conditions, making this approach a promising alternative to current technologies and offering a solution to key challenges in ADC linker development (Fig. 1 B). Results Reaction condition optimization for synthesis of 3. To begin, we examined the reaction between methyl 2-(acetoxy(phenyl)methyl)acrylate ( 1a ) and ethyl acetylcysteinate ( 2a ) under biocompatible conditions as a model system (Fig. 2 A). The reaction proceeded slowly using water as the solvent, yielding only 16% of the desired product ( 3 ) after 20 hours. We found that reaction efficiency was sensitive to pH and buffer composition: in neutral PBS (pH 7–8), the yield increased to a moderate 55–56% after 4 hours, while only trace amounts were observed in acidic PBS (pH 4) and Tris-HCl (pH 7). Introducing PPh 3 (5 mol%) into neutral PBS significantly enhanced the reaction, completing it within 10 minutes with an impressive 99% yield of 3 . Increasing the catalyst loading to 10 mol% did not further improve the yield while reducing it to 2 mol% still achieved an 82% yield, underscoring the effectiveness of PPh 3 in this reaction. Attempts to replace PPh 3 with tertiary amines, such as DMAP or DABCO, resulted in dramatically lower yields, indicating the specificity of PPh 3 in facilitating efficient conjugation. To assess this method's potential for bioconjugation, we evaluated its chemo-selectivity in the presence of other nucleophilic amino acids (Fig. 2 B) and the stability of the thiol-conjugated product under biological conditions (Figs. 2 C, 2 D). The formation of the thiol conjugate was selective, showing high yields for 3 even in the presence of competing nucleophiles such as Serine, Tyrosine, Tryptophan, Lysine , and Histidine (Fig. 2 B). Product 3 displayed robust stability when exposed to various endogenous molecules, including Lysine , Serine , Histidine , Proline , Tyrosine , Tryptophan , Cysteine , Glutathione , Dopamine , and 5-Hydroxytryptophan , with no degradation observed over 24 hours and no exchange with thiol-containing molecules like cystine and glutathione (Fig. 2 C). Furthermore, 3 remained stable across a wide pH range (2–10) and in H₂O₂, showing minimal degradation after 24 hours. These results highlight the potential of this thiol-conjugation method as a robust linker in bioconjugation, especially for ADC applications. To investigate the reaction kinetics further, we monitored the absorbance of the conjugate at 250 nm using 1a and 2a as a model. The kinetics were rapid, with a half-life of approximately 35s, and analysis using a second-order kinetic model revealed a rate constant ( k 2 ) of 1.49 × 10 6 M⁻¹s⁻¹, making it one of the fastest cysteine-labeling reactions reported to date (Fig. 2 E). In line with our commitment to green chemistry 60 – 66 , we sought to develop a more sustainable and efficient thiol-conjugation method using a solid phosphine catalyst under heterogeneous conditions. We screened various heterogeneous tertiary phosphine catalysts for their catalytic activity in synthesizing compounds 3 and 21 . Encouragingly, PBS-insoluble POL-PPh 3 proved to be the most effective among the tested solid phosphine catalysts (Fig. 3 , top left), yielding the desired thiol-conjugated products 3 and 21 in comparable yields to the traditional PPh 3 -catalyzed reaction. The scanning electron microscopy (SEM) image in Fig. 3 A shows POL-PPh₃ particles with a heterogeneous distribution and intergrown shapes, lacking defined boundaries. X-ray photoelectron spectroscopy (XPS) analysis (Fig. 3 B) further examined the oxidation state of the phosphorus species in POL-PPh 3 59 . To demonstrate the industrial viability of POL-PPh 3 , we conducted a recyclability study using the model reaction of 1s and 2a to produce thiol-conjugated compound 21 . As shown in Fig. 3 C, POL-PPh 3 maintained its reactivity and catalytic efficiency with minimal loss in activity over five consecutive cycles, confirming its potential for repeated use in industrial applications. Substrate scope . After establishing the utility of this thiol-conjugation methodology, we explored the reaction's generality using various MBHAs under identical conditions in both homogeneous phosphine catalysis (PPh 3 ) and heterogeneous versions (POL-PPh 3 ). As shown in Table 1 , a range of MBHAs successfully underwent thiol conjugation with acetylcysteinate ( 2a ), yielding the corresponding thiol-conjugated compounds ( 4–24 ) with high efficiency and excellent selectivity. The electronic properties ( 4–8 ) and positions ( 8–10 ) of substituents on the phenyl ring of MBHAs had minimal effect on the transformation. Strong electron-withdrawing (e.g., nitro, 4 , and pentafluoro, 14 ) and electron-donating (e.g., methoxy, 6 ) groups were compatible. Additionally, MBHAs bearing formyl ( 13 ) and poly-substituent ( 14 ) were successfully conjugated, expanding the synthetic potential of this approach. Fused rings ( 15 ) and hetero-aryl groups ( 16 ) were also incorporated into the thiol-conjugated products by selecting appropriate MBHAs. The presence of an alkynyl group on the phenyl ring was compatible ( 17 ), offering a handle for further functionalization via click reactions. Beyond aryl-substituted MBHAs, both acyclic ( 18 ) and cyclic ( 19 ) alkyl-substituted variants were viable for thiol conjugation with acetylcysteinate ( 2a ). Double thiol conjugation was also achieved using ethyl 3-(4-(2-(methoxycarbonyl)-1-hydroxyallyl)phenyl)-2-hydroxybut-3-enoate ( 20 ). Ethyl 2-(hydroxymethyl)acrylate, typically undergoing self-polymerization, was successfully converted, yielding product 21 with a terminal double bond that allows further structural modification. MBHAs with ester, amide, ketone, and cyan groups served as viable precursors, producing compounds 22 , 23 , and 24 in high yields. Next, we examined various thiols and thiophenols, including ethyl 3-mercaptopropanoate ( 25 ) and phenylmethanethiol ( 26 ), which were well tolerated. Hydrophobic thiols like decane-1-thiol also yielded desired products efficiently. Sterically demanding thiols, such as 2-(2-mercaptopropan-2-yl)-5-methylcyclohexan-1-one, reacted smoothly ( 28 ), though a longer reaction time was required. This method demonstrated high chemoselectivity, specifically targeting thiol groups even in the presence of hydroxyl or carboxyl groups. Using 2-mercaptoethan-1-ol or 2-mercaptopropanoic acid yielded only the desired thiol-conjugated products ( 29 or 30 , respectively). Additionally, aryl thiols with para-, meta-, and ortho-substituted phenyl rings ( 31–34 ) and thiols with heteroarenes like thiophene-2-yl ( 35 ) were compatible, yielding products in moderate to good yields. Finally, a double thiol conjugation with butane-1,4-dithiol and two MBHA molecules produced compound 36 in excellent yield. Table 1. Phosphine-Accelerated Thiol-Specific Bioconjugation concerning MBHAs. a a Experimental conditions: 1 (0.24 mmol), 2 (0.2 mmol), and PPh 3 (5 mol%) in 2.0 mL PBS (pH = 7) at room temperature for 10 minutes to 24 hours. Isolated yield. Values in parentheses result from selecting POL-PPh 3 (5 mol%) catalyst. b PBS (pH = 7)/EtOH = 9/1 (v/v). The versatility of this synthetic method was further demonstrated through its application to various peptides and biologically active molecules (Table 2 ). As anticipated, cysteine-containing dipeptides proved to be suitable partners for thiol-specific conjugation, yielding products 37 – 40 in high yields. Remarkably, unmodified glutathione was directly incorporated into the desired transformation ( 41 ), with amino and carboxyl groups showing minimal impact on the reaction. Additionally, the structure of 1-thio-D-glucose acetate underwent a smooth transformation, affording compound 42 in 98% yield. The Captopril moiety, containing an active carboxyl group, was also well tolerated, producing 43 successfully. Biologically active molecules like D-penicillamine and Tiopronin , which feature sulfhydryl groups connected to tertiary or secondary carbon centers, participated effectively in the thiol-conjugation process, yielding 44 and 45 in excellent yields. Our method also accommodated complex molecules such as Thiamazole and Mertansine containing multiple nucleophilic and electronic sites, efficiently producing 46 and 47 . Additionally, the reaction with Dimercaptol and two MBHA molecules produced a double thiol-specific conjugated product 48 in high yield, underscoring the method's excellent chemo-selectivity. To further validate the method's utility in pharmaceutical applications, MBHA precursors bearing motifs such as Citronellol , L-(-)-Menthanol , α-D-galactopyranose , Vitamin E , and Cholesterol were effectively processed, yielding products 49 – 53 . These results highlight the broad applicability of this thiol-conjugation method in pharmaceutical research and bioconjugation. Table 2. Phosphine-Accelerated Thiol-Specific Bioconjugation Concerning Peptides and Biologically Active Molecules. a a Experimental conditions: 1 (0.24 mmol), 2 (0.20 mmol), and PPh 3 (5 mol%) in 2.0 mL PBS (pH = 7) at room temperature for 10 minutes to 6 hours. Isolated yield. Values in parentheses result from selecting POL-PPh 3 (5 mol%) catalyst. [b] PBS (pH = 7)/EtOH = 9/1 (v/v). [c] PBS (pH = 7)/CH 3 CN = 9/1 (v/v). [d] PBS (pH = 7)/CH 3 CN = 8/2 (v/v). [e] PBS (pH = 7)/EtOH = 8/2 (v/v). Then, we expanded the utility of this method by designing MBHAs with terminal alkyne groups connected to aryl ( 54 ) and alkyl ( 55 ) structures, which serve as versatile handles for the attachment of targeted biologically active motifs via copper-catalyzed alkyne-azide cycloaddition (CuAAC). These MBHAs are potential linkers for bi-functionalization (Fig. 4 A). As expected, we successfully ligated Zidovudine and Biotin derivatives with compound 54 through CuAAC, yielding products 56 and 57 . Both 56 and 57 then underwent thiol-conjugation, producing compounds 58 and 59 in high yields (Fig. 4 A, top). These results indicated that scaffold ( 54 ) enables precise, site-specific profiling of cysteine residues and biologically active motifs. Similarly, MBHAs derived from formaldehyde and but-3-yn-1-yl acrylate ( 55 ) participated in analogous reactions, ligating Zidovudine and Biotin with cysteine residues efficiently ( 60 – 63 ) (Fig. 4 A, bottom). MBHAs equipped with fluorophore motifs, such as Dansyl cresol ( 64 ) and Coumarin ( 66 ), were also well-tolerated, yielding compounds 65 and 67 in excellent yield, respectively (Fig. 4 B, left). Encouraged by these results, we applied this method to modify thiol-containing polypeptides and proteins (Fig. 4 C, left). In the tested case, compound 54 readily engaged in thiol-conjugation with modified Lanreotide , Octreotide , and Oxytocin . The corresponding ligated compounds 68 , 69 , and 70 were obtained in high efficiency, respectively. Notably, the terminal alkyne group did not hinder this thiol-specific conjugation process, which facilitated a streamlined sequence of thiol-conjugation followed by CuAAC. Sequentially, we investigated the conjugation of protein by selecting bovine serum albumin (BSA). As expected, MBHA 54 successfully reacted with BSA delivering the desired thiol-conjugated protein products 71 . Remarkably, circular dichroism (CD) spectra confirmed that modified BSA retained their native three-dimensional structure, indicating that the conjugation process preserved the proteins' natural conformations. Discussion In conclusion, this study presents an efficient and versatile thiol-conjugation method that advances the development of biologically active conjugates for therapeutic applications. The reaction sets a new record for the fastest cysteine-conjugation rate reported, with a rate constant of k 2 = 1.49 × 10 6 M − 1 s − 1 , demonstrating exceptional efficiency. The selection of allylic acetates activated by recyclable solid phosphine catalysts offers an environmentally friendly and scalable solution compatible with a wide spectrum of functional groups and complex biomolecules, including peptides, proteins, and active pharmaceutical compounds. This method enables the incorporation of diverse chemical motifs while preserving protein structure. These features highlight its potential as a powerful tool in green chemistry and bioconjugation, paving the way for innovative drug development and biofunctionalization applications. Methods The Procedure for gram-scale synthesis of conjugate 3 by selecting POL-PPh 3 catalyst To a well-dried round bottom flask (50 mL) equipped with a magnetic stir bar, 15 mL of pH = 7 phosphate buffer solution was added to the mixture of 2a (4.0 mmol, 1.0 equiv.), 1a (4.8 mmol, 1.2 equiv.) and POL-PPh 3 (5 mol%). After stirring for 45 min at room temperature, the reaction was extracted with ethyl acetate (10 mL× 3). Then, the organic phases were collected and concentrated under reduced pressure. The residue was purified by silica flash column chromatography (silica gel, petroleum ether/ethyl acetate = 1/1) to obtain the pure product 3 (1.3 g, 90%) as a light-yellow oil. Declarations Competing interests The authors declare no competing interests. Author contributions X. L. performed the laboratory experiments (optimization, substrate scope, application, and mechanistic studies) and analyzed the experimental data. X. T. performed the laboratory experiments concerning solid phosphine catalysis and analyzed the experimental data. Z. Z. performed the laboratory experiments concerning ligation of biologically active molecules or fluorophores with cysteines, peptides, and proteins. B. L. performed the laboratory experiments (optimization and analyzed the experimental data). J. F. performed the laboratory experiments for substrate scope. R. H. performed the laboratory experiments for substrate scope. P. X. conceived and directed the investigations, analyzed the experimental data, and prepared the manuscript. T.-P. L. directed the investigations and prepared the manuscript. All authors interpreted the results and contributed to the development of the manuscript. Acknowledgements We gratefully acknowledge financial support from the National Natural Science Foundation of China (21702108), the Natural Science Foundation of Jiangsu Province, China (BK20211257), and the Six Talent Peaks Project in Jiangsu Province (YY-033), the financial support from the Distinguished University Professor grant (Nanyang Technological University) and the Agency for Science, Technology, and Research (A*STAR) under its MTC Individual Research Grant (M21K2c0114) and RIE2025 MTC Programmatic Fund (M22K9b0049) for T.-P. Loh. Data availability. Additional data supporting the findings described in this manuscript are available in Supplementary Information. For optimization of the reaction conditions see Fig. S1 . For chemo-selectivity and stability of the cysteine conjugates see Figs. S2-S4. The kinetic studies are shown in Figure S5. For heterogeneous phosphine catalysts, see Table S1 , Figs. S6-S9. For peptide and protein modification, see Figs. S10-S28. 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Ed. 63, e202406588 (2024). Teng, S. et al. Alkynone β-trifluoroborates: A new class of amine-specific biocompatible click reagents. Sci. Adv. 9, eadg4924 (2023). Teng, S.et al. Thiol-Specific Silicon-Containing Conjugating Reagent: β-Silyl Al-kynyl Carbonyl Compounds. Angew. Chem. Int. Ed. 62, e202311906 (2023). Xie, P. et al. Water-promoted C-S bond formation reactions. Nat. Commun. 9, 1321 (2018). Additional Declarations There is NO Competing Interest. Supplementary Files SINature20250312.docx Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates GA.jpg Cite Share Download PDF Status: Under Review Version 1 posted You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. 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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-6196140","acceptedTermsAndConditions":true,"allowDirectSubmit":false,"archivedVersions":[],"articleType":"Physical Sciences - Article","associatedPublications":[],"authors":[{"id":428519610,"identity":"b22b4179-6049-4f46-b345-d9ccca6c7c34","order_by":0,"name":"Teck-Peng Loh","email":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAAyAQMAAABI0h/eAAAABlBMVEX///8AAABVwtN+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA40lEQVRIiWNgGAWjYHACZjDJj8zBC3hgqiQbmEnVYnCAWC327M2PjQsq7thtvt1/TIKhwjqxgf/4Bfy28BwzTp5x5lnytjuH2SQYzqQnNkjkFODXIpHDfJi37XCy2Y1kNgnGtsNALTwJ+LXIvwFq+Xc42XgGSMs/oBb+MwS0SPAwJ/M2HLYzkABpaQBqYUg/gF/LmTRj4xnHDidI3Eg2tkg4lm7cJpGDVwcDe/vhx9IFNYft+WckPrzxocZatp//+AP8ehggcQF0DxCAPMHGwGNAlBZ7ZJsJ2zIKRsEoGAUjCgAAW0FCnGXHs5cAAAAASUVORK5CYII=","orcid":"https://orcid.org/0000-0002-2936-337X","institution":"Nanyang Technological University","correspondingAuthor":true,"prefix":"","firstName":"Teck-Peng","middleName":"","lastName":"Loh","suffix":""},{"id":428519611,"identity":"08554aee-907d-4fd1-b27a-f1a9ea31fd5e","order_by":1,"name":"Xiaohong Li","email":"","orcid":"","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Xiaohong","middleName":"","lastName":"Li","suffix":""},{"id":428519612,"identity":"71ee9f60-eaa1-478e-8120-10ff40e07435","order_by":2,"name":"Xu Tao","email":"","orcid":"","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Xu","middleName":"","lastName":"Tao","suffix":""},{"id":428519613,"identity":"eb1910c7-fbd0-4ad4-915d-da0d69a6dea1","order_by":3,"name":"Zhenguo Zhang","email":"","orcid":"","institution":"Henan University of Technology","correspondingAuthor":false,"prefix":"","firstName":"Zhenguo","middleName":"","lastName":"Zhang","suffix":""},{"id":428519614,"identity":"6b06b256-2156-4588-9a90-20be74c8bdda","order_by":4,"name":"Bowen Li","email":"","orcid":"","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Bowen","middleName":"","lastName":"Li","suffix":""},{"id":428519615,"identity":"51d98f15-bf8f-408b-b361-ff0046c4da1a","order_by":5,"name":"Jiafeng Fan","email":"","orcid":"","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Jiafeng","middleName":"","lastName":"Fan","suffix":""},{"id":428519616,"identity":"4f4b81b0-2b1c-4b99-aeef-b844d756f45c","order_by":6,"name":"Ruiping Han","email":"","orcid":"","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Ruiping","middleName":"","lastName":"Han","suffix":""},{"id":428519617,"identity":"c2c8e98e-483e-475b-a81f-e9b1c61afcac","order_by":7,"name":"Peizhong Xie","email":"","orcid":"https://orcid.org/0000-0002-6777-0443","institution":"Nanjing Tech University","correspondingAuthor":false,"prefix":"","firstName":"Peizhong","middleName":"","lastName":"Xie","suffix":""}],"badges":[],"createdAt":"2025-03-10 13:51:26","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-6196140/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-6196140/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":79068289,"identity":"98ab0315-9439-459a-928e-e92da27f1338","added_by":"auto","created_at":"2025-03-24 05:09:26","extension":"png","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":183753,"visible":true,"origin":"","legend":"\u003cp\u003eThe Development of Thiol-Specific Conjugations.\u003c/p\u003e","description":"","filename":"1.png","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/2614a8d417029ffee64217a1.png"},{"id":79068285,"identity":"2fb528bc-a03e-424e-bede-05a7a6add17a","added_by":"auto","created_at":"2025-03-24 05:09:26","extension":"png","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":215369,"visible":true,"origin":"","legend":"\u003cp\u003e\u003cstrong\u003eA\u003c/strong\u003e. Optimization of reaction conditions. \u003cstrong\u003eB\u003c/strong\u003e. Chemo-selectivity in the\u0026nbsp;presence of various nucleophilic amino acids. \u003cstrong\u003eC\u003c/strong\u003e. Stability of compound 3 in presence of 1.0 equiv. of endogenous molecules: 1) Lysine; 2) Serine; 3) Histidine; 4) Proline; 5) Tyrosine; 6) Tryptophan; 7) Cysteine; 8) GSH, Glutathione; 9) DA, Dopamine; 10) 5-HTP, 5-Hydroxytryptophan at room temperature for 24h. D. Stability of thiol-conjugate product \u003cstrong\u003e3\u003c/strong\u003e under the acidic (pH 2, 4), neutral (pH 7), basic (pH 10), and oxidative (50 mM H\u003csub\u003e2\u003c/sub\u003eO\u003csub\u003e2\u003c/sub\u003e) conditions for 24 h; \u003cstrong\u003eE\u003c/strong\u003e. Second-order rate kinetics. Statistical significance in \u003cstrong\u003eB\u003c/strong\u003e, \u003cstrong\u003eC\u003c/strong\u003e, and \u003cstrong\u003eD\u003c/strong\u003e were calculated via one-way ANOVA, ns means no significance, \u003cem\u003ep\u003c/em\u003e \u0026gt; 0.05. The mean values and SD are presented (n = 3, independent times).\u003c/p\u003e","description":"","filename":"2.png","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/7702446c5051bf94c3661d69.png"},{"id":79068286,"identity":"718de5ef-bb39-422e-a7a1-7909df532984","added_by":"auto","created_at":"2025-03-24 05:09:26","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":337615,"visible":true,"origin":"","legend":"\u003cp\u003eHeterogeneous POL-PPh\u003csub\u003e3\u003c/sub\u003e-Promoted Thiol-specific Conjugation.\u003c/p\u003e","description":"","filename":"3.png","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/b2c2c406063f1e9c5782fb74.png"},{"id":79069984,"identity":"dd9d94f1-1232-48f5-b7bd-1d17452c83b8","added_by":"auto","created_at":"2025-03-24 05:41:26","extension":"png","order_by":4,"title":"Figure 4","display":"","copyAsset":false,"role":"figure","size":203700,"visible":true,"origin":"","legend":"\u003cp\u003eThe Ligation of Biologically Active Molecules or Fluorophores with Cysteines, Peptides, and Proteins.\u003c/p\u003e","description":"","filename":"4.png","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/0aa1f9a9c15cd6cdfb869bdd.png"},{"id":79069986,"identity":"b6ff4a00-38f7-41b3-8e9d-88784c4d087f","added_by":"auto","created_at":"2025-03-24 05:41:31","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":1592853,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/fe6225a0-6e8c-433d-a6cc-b77862fc530f.pdf"},{"id":79068291,"identity":"1a0f89a2-477c-497c-88f8-14c9ad5df17d","added_by":"auto","created_at":"2025-03-24 05:09:27","extension":"docx","order_by":1,"title":"","display":"","copyAsset":false,"role":"supplement","size":19819913,"visible":true,"origin":"","legend":"Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates","description":"","filename":"SINature20250312.docx","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/16e7a0eb69819d421d551b1d.docx"},{"id":79069217,"identity":"2e06789b-f2d2-479c-bb12-0281d148fd6d","added_by":"auto","created_at":"2025-03-24 05:33:26","extension":"jpg","order_by":2,"title":"","display":"","copyAsset":false,"role":"supplement","size":202305,"visible":true,"origin":"","legend":"","description":"","filename":"GA.jpg","url":"https://assets-eu.researchsquare.com/files/rs-6196140/v1/919afc26dab10c2c45a56691.jpg"}],"financialInterests":"There is \u003cb\u003eNO\u003c/b\u003e Competing Interest.","formattedTitle":"Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates","fulltext":[{"header":"Introduction","content":"\u003cp\u003eThe thiol-specific modification of proteins with small molecules plays a pivotal role in advancing biological research \u003csup\u003e\u003cspan additionalcitationids=\"CR2 CR3 CR4 CR5\" citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e\u003c/sup\u003e and developing innovative therapeutics\u003csup\u003e\u003cspan additionalcitationids=\"CR8 CR9 CR10\" citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR11\" class=\"CitationRef\"\u003e11\u003c/span\u003e\u003c/sup\u003e, particularly in the field of antibody-drug conjugates (ADCs) \u003csup\u003e\u003cspan additionalcitationids=\"CR13 CR14 CR15\" citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e\u003c/sup\u003e. ADCs have revolutionized cancer therapy by enabling targeted delivery of cytotoxic agents to tumor cells, thereby minimizing systemic toxicity. The design of effective linkers is a critical factor in the development of ADCs (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eA, left), as these linkers influence key aspects such as stability, release mechanisms, and overall therapeutic performance \u003csup\u003e\u003cspan additionalcitationids=\"CR13 CR14 CR15\" citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e\u003c/sup\u003e. An ideal linker should simultaneously exhibit high selectivity for specific amino acids, allow rapid conjugation under biocompatible conditions, ensure stability, exhibit low toxicity and facilitate the straightforward attachment of functional payloads \u003csup\u003e\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e\u003c/sup\u003e. Despite their crucial role in life sciences, the development of linkers that fulfill all these criteria remains a challenging task\u003csup\u003e\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e\u003c/sup\u003e. As a result, approximately 70% of FDA-approved ADCs \u003csup\u003e\u003cspan citationid=\"CR17\" class=\"CitationRef\"\u003e17\u003c/span\u003e\u003c/sup\u003e, including Blenrep\u0026trade;, Trodelvy\u0026trade;, Adcetris\u0026trade;, Enhertu\u0026trade;, and Zynlonta\u0026trade;, still rely on maleimide-based linkers. However, these linkers often suffer from stability issues under physiological conditions, compromising therapeutic efficacy and reliability \u003csup\u003e\u003cspan additionalcitationids=\"CR19\" citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR20\" class=\"CitationRef\"\u003e20\u003c/span\u003e\u003c/sup\u003e. In response to these challenges, various amazing thiol-specific conjugation strategies have been explored, including addition reactions \u003csup\u003e\u003cspan additionalcitationids=\"CR22 CR23 CR24 CR25 CR26\" citationid=\"CR21\" class=\"CitationRef\"\u003e21\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR27\" class=\"CitationRef\"\u003e27\u003c/span\u003e\u003c/sup\u003e (e.g., allenic amides \u003csup\u003e\u003cspan citationid=\"CR21\" class=\"CitationRef\"\u003e21\u003c/span\u003e\u003c/sup\u003e and electron-deficient alkynes \u003csup\u003e\u003cspan additionalcitationids=\"CR23 CR24\" citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR25\" class=\"CitationRef\"\u003e25\u003c/span\u003e\u003c/sup\u003e) and substitution reactions \u003csup\u003e\u003cspan additionalcitationids=\"CR29 CR30 CR31 CR32 CR33\" citationid=\"CR28\" class=\"CitationRef\"\u003e28\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR34\" class=\"CitationRef\"\u003e34\u003c/span\u003e\u003c/sup\u003e (e.g., α-iodol acetates \u003csup\u003e\u003cspan citationid=\"CR28\" class=\"CitationRef\"\u003e28\u003c/span\u003e\u003c/sup\u003e and electron-deficient pyridinium salts \u003csup\u003e\u003cspan citationid=\"CR29\" class=\"CitationRef\"\u003e29\u003c/span\u003e\u003c/sup\u003e and methyl sulfonyl benzothiazole \u003csup\u003e\u003cspan citationid=\"CR30\" class=\"CitationRef\"\u003e30\u003c/span\u003e\u003c/sup\u003e). Other promising approaches have emerged, such as disulfide re-bridging \u003csup\u003e\u003cspan citationid=\"CR35\" class=\"CitationRef\"\u003e35\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR36\" class=\"CitationRef\"\u003e36\u003c/span\u003e\u003c/sup\u003e, thiol-selective transition-metal reagents/catalysis \u003csup\u003e\u003cspan additionalcitationids=\"CR38 CR39 CR40\" citationid=\"CR37\" class=\"CitationRef\"\u003e37\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR41\" class=\"CitationRef\"\u003e41\u003c/span\u003e\u003c/sup\u003e, and enzyme-mediated \u003csup\u003e\u003cspan additionalcitationids=\"CR43\" citationid=\"CR42\" class=\"CitationRef\"\u003e42\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR44\" class=\"CitationRef\"\u003e44\u003c/span\u003e\u003c/sup\u003e cysteine conjugation. Although the fastest cysteine conjugation reaction rate \u003cem\u003ek\u003c/em\u003e\u003csub\u003e2\u003c/sub\u003e\u0026thinsp;=\u0026thinsp;3.2 \u0026times; 10\u003csup\u003e5\u003c/sup\u003e M\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e\u0026middot;s\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e was achieved \u003csup\u003e\u003cspan citationid=\"CR26\" class=\"CitationRef\"\u003e26\u003c/span\u003e,\u003cspan citationid=\"CR31\" class=\"CitationRef\"\u003e31\u003c/span\u003e\u003c/sup\u003e many of these methods are limited by issues such as instability, restricted site specificity, potential toxicity, or scalability concerns, all of which pose substantial obstacles to their widespread application in ADCs development.\u003c/p\u003e \u003cp\u003e \u003c/p\u003e \u003cp\u003eHerein, we propose a novel thiol-specific bioconjugation strategy using allylic acetate \u003csup\u003e\u003cspan additionalcitationids=\"CR46 CR47 CR48 CR49 CR50 CR51\" citationid=\"CR45\" class=\"CitationRef\"\u003e45\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR52\" class=\"CitationRef\"\u003e52\u003c/span\u003e\u003c/sup\u003e with recyclable heterogeneous phosphine catalysis \u003csup\u003e\u003cspan additionalcitationids=\"CR54 CR55 CR56 CR57 CR58 CR59\" citationid=\"CR53\" class=\"CitationRef\"\u003e53\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR60\" class=\"CitationRef\"\u003e60\u003c/span\u003e\u003c/sup\u003e. With this reaction, a new record has been set for the fastest cysteine-conjugation reaction rate that has ever been recorded \u003csup\u003e\u003cspan citationid=\"CR26\" class=\"CitationRef\"\u003e26\u003c/span\u003e,\u003cspan citationid=\"CR31\" class=\"CitationRef\"\u003e31\u003c/span\u003e\u003c/sup\u003e (with a rate constant of \u003cem\u003ek\u003c/em\u003e\u003csub\u003e2\u003c/sub\u003e\u0026thinsp;=\u0026thinsp;1.49 \u0026times; 10\u003csup\u003e6\u003c/sup\u003e M\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e\u0026middot;s\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e). At room temperature in natural PBS, this protocol achieves high yields and demonstrates compatibility with a range of thiols and allylic acetates, thereby facilitating versatile product formation. The resulting thiol-conjugated products exhibit strong stability under various conditions, making this approach a promising alternative to current technologies and offering a solution to key challenges in ADC linker development (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003eB).\u003c/p\u003e"},{"header":"Results","content":"\u003cp\u003e\u003cstrong\u003eReaction condition optimization for synthesis of 3.\u003c/strong\u003e To begin, we examined the reaction between methyl 2-(acetoxy(phenyl)methyl)acrylate (\u003cstrong\u003e1a\u003c/strong\u003e) and ethyl acetylcysteinate (\u003cstrong\u003e2a\u003c/strong\u003e) under biocompatible conditions as a model system (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eA). The reaction proceeded slowly using water as the solvent, yielding only 16% of the desired product (\u003cstrong\u003e3\u003c/strong\u003e) after 20 hours. We found that reaction efficiency was sensitive to pH and buffer composition: in neutral PBS (pH 7\u0026ndash;8), the yield increased to a moderate 55\u0026ndash;56% after 4 hours, while only trace amounts were observed in acidic PBS (pH 4) and Tris-HCl (pH 7). Introducing PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%) into neutral PBS significantly enhanced the reaction, completing it within 10 minutes with an impressive 99% yield of \u003cstrong\u003e3\u003c/strong\u003e. Increasing the catalyst loading to 10 mol% did not further improve the yield while reducing it to 2 mol% still achieved an 82% yield, underscoring the effectiveness of PPh\u003csub\u003e3\u003c/sub\u003e in this reaction. Attempts to replace PPh\u003csub\u003e3\u003c/sub\u003e with tertiary amines, such as DMAP or DABCO, resulted in dramatically lower yields, indicating the specificity of PPh\u003csub\u003e3\u003c/sub\u003e in facilitating efficient conjugation.\u003c/p\u003e\n\u003cp\u003eTo assess this method\u0026apos;s potential for bioconjugation, we evaluated its chemo-selectivity in the presence of other nucleophilic amino acids (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eB) and the stability of the thiol-conjugated product under biological conditions (Figs. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eC, \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eD). The formation of the thiol conjugate was selective, showing high yields for \u003cstrong\u003e3\u003c/strong\u003e even in the presence of competing nucleophiles such as \u003cem\u003eSerine, Tyrosine, Tryptophan, Lysine\u003c/em\u003e, and \u003cem\u003eHistidine\u003c/em\u003e (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eB). Product \u003cstrong\u003e3\u003c/strong\u003e displayed robust stability when exposed to various endogenous molecules, including \u003cem\u003eLysine\u003c/em\u003e, \u003cem\u003eSerine\u003c/em\u003e, \u003cem\u003eHistidine\u003c/em\u003e, \u003cem\u003eProline\u003c/em\u003e, \u003cem\u003eTyrosine\u003c/em\u003e, \u003cem\u003eTryptophan\u003c/em\u003e, \u003cem\u003eCysteine\u003c/em\u003e, \u003cem\u003eGlutathione\u003c/em\u003e, \u003cem\u003eDopamine\u003c/em\u003e, and \u003cem\u003e5-Hydroxytryptophan\u003c/em\u003e, with no degradation observed over 24 hours and no exchange with thiol-containing molecules like cystine and glutathione (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eC). Furthermore, \u003cstrong\u003e3\u003c/strong\u003e remained stable across a wide pH range (2\u0026ndash;10) and in H₂O₂, showing minimal degradation after 24 hours. These results highlight the potential of this thiol-conjugation method as a robust linker in bioconjugation, especially for ADC applications. To investigate the reaction kinetics further, we monitored the absorbance of the conjugate at 250 nm using \u003cstrong\u003e1a\u003c/strong\u003e and \u003cstrong\u003e2a\u003c/strong\u003e as a model. The kinetics were rapid, with a half-life of approximately 35s, and analysis using a second-order kinetic model revealed a rate constant (\u003cem\u003ek\u003c/em\u003e\u003csub\u003e\u003cem\u003e2\u003c/em\u003e\u003c/sub\u003e) of 1.49 \u0026times; 10\u003csup\u003e6\u003c/sup\u003e M⁻\u0026sup1;s⁻\u0026sup1;, making it one of the fastest cysteine-labeling reactions reported to date (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003eE).\u003c/p\u003e\n\u003cp\u003eIn line with our commitment to green chemistry \u003csup\u003e\u003cspan class=\"CitationRef\"\u003e60\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e66\u003c/span\u003e\u003c/sup\u003e, we sought to develop a more sustainable and efficient thiol-conjugation method using a solid phosphine catalyst under heterogeneous conditions. We screened various heterogeneous tertiary phosphine catalysts for their catalytic activity in synthesizing compounds \u003cstrong\u003e3\u003c/strong\u003e and \u003cstrong\u003e21\u003c/strong\u003e. Encouragingly, PBS-insoluble POL-PPh\u003csub\u003e3\u003c/sub\u003e proved to be the most effective among the tested solid phosphine catalysts (Fig. \u003cspan class=\"InternalRef\"\u003e3\u003c/span\u003e, top left), yielding the desired thiol-conjugated products \u003cstrong\u003e3\u003c/strong\u003e and \u003cstrong\u003e21\u003c/strong\u003e in comparable yields to the traditional PPh\u003csub\u003e3\u003c/sub\u003e-catalyzed reaction.\u003c/p\u003e\n\u003cp\u003eThe scanning electron microscopy (SEM) image in Fig. \u003cspan class=\"InternalRef\"\u003e3\u003c/span\u003eA shows POL-PPh₃ particles with a heterogeneous distribution and intergrown shapes, lacking defined boundaries. X-ray photoelectron spectroscopy (XPS) analysis (Fig. \u003cspan class=\"InternalRef\"\u003e3\u003c/span\u003eB) further examined the oxidation state of the phosphorus species in POL-PPh\u003csub\u003e3\u003c/sub\u003e\u003csup\u003e59\u003c/sup\u003e. To demonstrate the industrial viability of POL-PPh\u003csub\u003e3\u003c/sub\u003e, we conducted a recyclability study using the model reaction of \u003cstrong\u003e1s\u003c/strong\u003e and \u003cstrong\u003e2a\u003c/strong\u003e to produce thiol-conjugated compound \u003cstrong\u003e21\u003c/strong\u003e. As shown in Fig. \u003cspan class=\"InternalRef\"\u003e3\u003c/span\u003eC, POL-PPh\u003csub\u003e3\u003c/sub\u003e maintained its reactivity and catalytic efficiency with minimal loss in activity over five consecutive cycles, confirming its potential for repeated use in industrial applications.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eSubstrate scope\u003c/strong\u003e. After establishing the utility of this thiol-conjugation methodology, we explored the reaction\u0026apos;s generality using various MBHAs under identical conditions in both homogeneous phosphine catalysis (PPh\u003csub\u003e3\u003c/sub\u003e) and heterogeneous versions (POL-PPh\u003csub\u003e3\u003c/sub\u003e). As shown in Table \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e, a range of MBHAs successfully underwent thiol conjugation with acetylcysteinate (\u003cstrong\u003e2a\u003c/strong\u003e), yielding the corresponding thiol-conjugated compounds (\u003cstrong\u003e4\u0026ndash;24\u003c/strong\u003e) with high efficiency and excellent selectivity. The electronic properties (\u003cstrong\u003e4\u0026ndash;8\u003c/strong\u003e) and positions (\u003cstrong\u003e8\u0026ndash;10\u003c/strong\u003e) of substituents on the phenyl ring of MBHAs had minimal effect on the transformation. Strong electron-withdrawing (e.g., nitro, \u003cstrong\u003e4\u003c/strong\u003e, and pentafluoro, \u003cstrong\u003e14\u003c/strong\u003e) and electron-donating (e.g., methoxy, \u003cstrong\u003e6\u003c/strong\u003e) groups were compatible. Additionally, MBHAs bearing formyl (\u003cstrong\u003e13\u003c/strong\u003e) and poly-substituent (\u003cstrong\u003e14\u003c/strong\u003e) were successfully conjugated, expanding the synthetic potential of this approach. Fused rings (\u003cstrong\u003e15\u003c/strong\u003e) and hetero-aryl groups (\u003cstrong\u003e16\u003c/strong\u003e) were also incorporated into the thiol-conjugated products by selecting appropriate MBHAs. The presence of an alkynyl group on the phenyl ring was compatible (\u003cstrong\u003e17\u003c/strong\u003e), offering a handle for further functionalization \u003cem\u003evia\u003c/em\u003e click reactions.\u003c/p\u003e\n\u003cp\u003eBeyond aryl-substituted MBHAs, both acyclic (\u003cstrong\u003e18\u003c/strong\u003e) and cyclic (\u003cstrong\u003e19\u003c/strong\u003e) alkyl-substituted variants were viable for thiol conjugation with acetylcysteinate (\u003cstrong\u003e2a\u003c/strong\u003e). Double thiol conjugation was also achieved using ethyl 3-(4-(2-(methoxycarbonyl)-1-hydroxyallyl)phenyl)-2-hydroxybut-3-enoate (\u003cstrong\u003e20\u003c/strong\u003e). Ethyl 2-(hydroxymethyl)acrylate, typically undergoing self-polymerization, was successfully converted, yielding product \u003cstrong\u003e21\u003c/strong\u003e with a terminal double bond that allows further structural modification. MBHAs with ester, amide, ketone, and cyan groups served as viable precursors, producing compounds \u003cstrong\u003e22\u003c/strong\u003e, \u003cstrong\u003e23\u003c/strong\u003e, and \u003cstrong\u003e24\u003c/strong\u003e in high yields. Next, we examined various thiols and thiophenols, including ethyl 3-mercaptopropanoate (\u003cstrong\u003e25\u003c/strong\u003e) and phenylmethanethiol (\u003cstrong\u003e26\u003c/strong\u003e), which were well tolerated. Hydrophobic thiols like decane-1-thiol also yielded desired products efficiently. Sterically demanding thiols, such as 2-(2-mercaptopropan-2-yl)-5-methylcyclohexan-1-one, reacted smoothly (\u003cstrong\u003e28\u003c/strong\u003e), though a longer reaction time was required. This method demonstrated high chemoselectivity, specifically targeting thiol groups even in the presence of hydroxyl or carboxyl groups. Using 2-mercaptoethan-1-ol or 2-mercaptopropanoic acid yielded only the desired thiol-conjugated products (\u003cstrong\u003e29\u003c/strong\u003e or \u003cstrong\u003e30\u003c/strong\u003e, respectively). Additionally, aryl thiols with para-, meta-, and ortho-substituted phenyl rings (\u003cstrong\u003e31\u0026ndash;34\u003c/strong\u003e) and thiols with heteroarenes like thiophene-2-yl (\u003cstrong\u003e35\u003c/strong\u003e) were compatible, yielding products in moderate to good yields. Finally, a double thiol conjugation with butane-1,4-dithiol and two MBHA molecules produced compound \u003cstrong\u003e36\u003c/strong\u003e in excellent yield.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTable 1.\u003c/strong\u003e Phosphine-Accelerated Thiol-Specific Bioconjugation concerning MBHAs.\u003csup\u003ea\u003c/sup\u003e\u003c/p\u003e\n\u003cdiv class=\"gridtable\"\u003e\u003cbr\u003e\u003cimg 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\"\u003e\u003cbr\u003e\n \u003ctable id=\"Tab1\" border=\"1\"\u003e\n \u003ccaption language=\"En\"\u003e\n \u003cdiv class=\"CaptionNumber\"\u003e\u003cbr\u003e\u003c/div\u003e\n \u003c/caption\u003e\n \u003c/table\u003e\u003csup\u003ea\u003c/sup\u003e Experimental conditions: \u003cstrong\u003e1\u003c/strong\u003e (0.24 mmol), \u003cstrong\u003e2\u003c/strong\u003e (0.2 mmol), and PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%) in 2.0 mL PBS (pH = 7) at room temperature for 10 minutes to 24 hours. Isolated yield. Values\u003cem\u003e\u003csup\u003e\u0026nbsp;\u003c/sup\u003e\u003c/em\u003ein parentheses result from selecting POL-PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%) catalyst.\u0026nbsp;\u003csup\u003eb\u003c/sup\u003e PBS (pH = 7)/EtOH = 9/1 (v/v).\u003cbr\u003eThe versatility of this synthetic method was further demonstrated through its application to various peptides and biologically active molecules (Table \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003e). As anticipated, cysteine-containing dipeptides proved to be suitable partners for thiol-specific conjugation, yielding products \u003cstrong\u003e37\u003c/strong\u003e\u0026ndash;\u003cstrong\u003e40\u003c/strong\u003e in high yields. Remarkably, unmodified glutathione was directly incorporated into the desired transformation (\u003cstrong\u003e41\u003c/strong\u003e), with amino and carboxyl groups showing minimal impact on the reaction. Additionally, the structure of \u003cem\u003e1-thio-D-glucose\u003c/em\u003e acetate underwent a smooth transformation, affording compound \u003cstrong\u003e42\u003c/strong\u003e in 98% yield. The \u003cem\u003eCaptopril\u003c/em\u003e moiety, containing an active carboxyl group, was also well tolerated, producing \u003cstrong\u003e43\u003c/strong\u003e successfully. Biologically active molecules like \u003cem\u003eD-penicillamine\u003c/em\u003e and \u003cem\u003eTiopronin\u003c/em\u003e, which feature sulfhydryl groups connected to tertiary or secondary carbon centers, participated effectively in the thiol-conjugation process, yielding \u003cstrong\u003e44\u003c/strong\u003e and \u003cstrong\u003e45\u003c/strong\u003e in excellent yields. Our method also accommodated complex molecules such as \u003cem\u003eThiamazole\u003c/em\u003e and \u003cem\u003eMertansine\u003c/em\u003e containing multiple nucleophilic and electronic sites, efficiently producing \u003cstrong\u003e46\u003c/strong\u003e and \u003cstrong\u003e47\u003c/strong\u003e. Additionally, the reaction with \u003cem\u003eDimercaptol\u003c/em\u003e and two MBHA molecules produced a double thiol-specific conjugated product \u003cstrong\u003e48\u003c/strong\u003e in high yield, underscoring the method\u0026apos;s excellent chemo-selectivity.\n\u003c/div\u003e\n\u003cp\u003eTo further validate the method\u0026apos;s utility in pharmaceutical applications, MBHA precursors bearing motifs such as \u003cem\u003eCitronellol\u003c/em\u003e, \u003cem\u003eL-(-)-Menthanol\u003c/em\u003e, \u003cem\u003e\u0026alpha;-D-galactopyranose\u003c/em\u003e, \u003cem\u003eVitamin E\u003c/em\u003e, and \u003cem\u003eCholesterol\u003c/em\u003e were effectively processed, yielding products \u003cstrong\u003e49\u003c/strong\u003e\u0026ndash;\u003cstrong\u003e53\u003c/strong\u003e. These results highlight the broad applicability of this thiol-conjugation method in pharmaceutical research and bioconjugation.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTable 2.\u003c/strong\u003e Phosphine-Accelerated Thiol-Specific Bioconjugation Concerning Peptides and Biologically Active Molecules.\u003csup\u003ea\u003c/sup\u003e\u003c/p\u003e\n\u003cp\u003e\u003csup\u003e\u003cimg 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\"\u003e\u003c/sup\u003e\u003cbr\u003e\u003c/p\u003e\n\u003cdiv class=\"gridtable\"\u003e\u003csup\u003ea\u003c/sup\u003e Experimental conditions: \u003cstrong\u003e1\u003c/strong\u003e (0.24 mmol), \u003cstrong\u003e2\u003c/strong\u003e (0.20 mmol), and PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%) in 2.0 mL PBS (pH = 7) at room temperature for 10 minutes to 6 hours. Isolated yield. Values in parentheses result from selecting POL-PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%) catalyst. \u003csup\u003e[b]\u003c/sup\u003e PBS (pH = 7)/EtOH = 9/1 (v/v). \u003csup\u003e[c]\u003c/sup\u003e PBS (pH = 7)/CH\u003csub\u003e3\u003c/sub\u003eCN = 9/1 (v/v). \u003csup\u003e[d]\u003c/sup\u003e PBS (pH = 7)/CH\u003csub\u003e3\u003c/sub\u003eCN = 8/2 (v/v). \u003csup\u003e[e]\u003c/sup\u003e PBS (pH = 7)/EtOH = 8/2 (v/v).\u003ctable id=\"Tab2\" border=\"1\"\u003e\u003c/table\u003e\n\u003c/div\u003e\n\u003cp\u003eThen, we expanded the utility of this method by designing MBHAs with terminal alkyne groups connected to aryl (\u003cstrong\u003e54\u003c/strong\u003e) and alkyl (\u003cstrong\u003e55\u003c/strong\u003e) structures, which serve as versatile handles for the attachment of targeted biologically active motifs \u003cem\u003evia\u003c/em\u003e copper-catalyzed alkyne-azide cycloaddition (CuAAC). These MBHAs are potential linkers for bi-functionalization (Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003eA). As expected, we successfully ligated Zidovudine and Biotin derivatives with compound \u003cstrong\u003e54\u003c/strong\u003e through CuAAC, yielding products \u003cstrong\u003e56\u003c/strong\u003e and \u003cstrong\u003e57\u003c/strong\u003e. Both \u003cstrong\u003e56\u003c/strong\u003e and \u003cstrong\u003e57\u003c/strong\u003e then underwent thiol-conjugation, producing compounds \u003cstrong\u003e58\u003c/strong\u003e and \u003cstrong\u003e59\u003c/strong\u003e in high yields (Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003eA, top). These results indicated that scaffold (\u003cstrong\u003e54\u003c/strong\u003e) enables precise, site-specific profiling of cysteine residues and biologically active motifs. Similarly, MBHAs derived from formaldehyde and but-3-yn-1-yl acrylate (\u003cstrong\u003e55\u003c/strong\u003e) participated in analogous reactions, ligating \u003cem\u003eZidovudine\u003c/em\u003e and \u003cem\u003eBiotin\u003c/em\u003e with cysteine residues efficiently (\u003cstrong\u003e60\u003c/strong\u003e\u0026ndash;\u003cstrong\u003e63\u003c/strong\u003e) (Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003eA, bottom). MBHAs equipped with fluorophore motifs, such as \u003cem\u003eDansyl cresol\u003c/em\u003e (\u003cstrong\u003e64\u003c/strong\u003e) and \u003cem\u003eCoumarin\u003c/em\u003e (\u003cstrong\u003e66\u003c/strong\u003e), were also well-tolerated, yielding compounds \u003cstrong\u003e65\u003c/strong\u003e and \u003cstrong\u003e67\u003c/strong\u003e in excellent yield, respectively (Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003eB, left).\u003c/p\u003e\n\u003cp\u003eEncouraged by these results, we applied this method to modify thiol-containing polypeptides and proteins (Fig. \u003cspan class=\"InternalRef\"\u003e4\u003c/span\u003eC, left). In the tested case, compound \u003cstrong\u003e54\u003c/strong\u003e readily engaged in thiol-conjugation with modified \u003cem\u003eLanreotide\u003c/em\u003e, \u003cem\u003eOctreotide\u003c/em\u003e, and \u003cem\u003eOxytocin\u003c/em\u003e. The corresponding ligated compounds \u003cstrong\u003e68\u003c/strong\u003e, \u003cstrong\u003e69\u003c/strong\u003e, and \u003cstrong\u003e70\u003c/strong\u003e were obtained in high efficiency, respectively. Notably, the terminal alkyne group did not hinder this thiol-specific conjugation process, which facilitated a streamlined sequence of thiol-conjugation followed by CuAAC. Sequentially, we investigated the conjugation of protein by selecting bovine serum albumin (BSA). As expected, MBHA \u003cstrong\u003e54\u003c/strong\u003e successfully reacted with BSA delivering the desired thiol-conjugated protein products \u003cstrong\u003e71\u003c/strong\u003e. Remarkably, circular dichroism (CD) spectra confirmed that modified BSA retained their native three-dimensional structure, indicating that the conjugation process preserved the proteins\u0026apos; natural conformations.\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eIn conclusion, this study presents an efficient and versatile thiol-conjugation method that advances the development of biologically active conjugates for therapeutic applications. The reaction sets a new record for the fastest cysteine-conjugation rate reported, with a rate constant of \u003cem\u003ek\u003c/em\u003e\u003csub\u003e2\u003c/sub\u003e\u0026thinsp;=\u0026thinsp;1.49 \u0026times; 10\u003csup\u003e6\u003c/sup\u003e M\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003es\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e, demonstrating exceptional efficiency. The selection of allylic acetates activated by recyclable solid phosphine catalysts offers an environmentally friendly and scalable solution compatible with a wide spectrum of functional groups and complex biomolecules, including peptides, proteins, and active pharmaceutical compounds. This method enables the incorporation of diverse chemical motifs while preserving protein structure. These features highlight its potential as a powerful tool in green chemistry and bioconjugation, paving the way for innovative drug development and biofunctionalization applications.\u003c/p\u003e"},{"header":"Methods","content":"\u003cp\u003e \u003cstrong\u003eThe Procedure for gram-scale synthesis of conjugate 3 by selecting POL-PPh\u003csub\u003e3\u003c/sub\u003e catalyst\u003c/strong\u003e \u003cp\u003eTo a well-dried round bottom flask (50 mL) equipped with a magnetic stir bar, 15 mL of pH\u0026thinsp;=\u0026thinsp;7 phosphate buffer solution was added to the mixture of \u003cb\u003e2a\u003c/b\u003e (4.0 mmol, 1.0 equiv.), \u003cb\u003e1a\u003c/b\u003e (4.8 mmol, 1.2 equiv.) and POL-PPh\u003csub\u003e3\u003c/sub\u003e (5 mol%). After stirring for 45 min at room temperature, the reaction was extracted with ethyl acetate (10 mL\u0026times; 3). Then, the organic phases were collected and concentrated under reduced pressure. The residue was purified by silica flash column chromatography (silica gel, petroleum ether/ethyl acetate\u0026thinsp;=\u0026thinsp;1/1) to obtain the pure product \u003cb\u003e3\u003c/b\u003e (1.3 g, 90%) as a light-yellow oil.\u003c/p\u003e \u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e \u003ch2\u003eCompeting interests\u003c/h2\u003e \u003cp\u003eThe authors declare no competing interests.\u003c/p\u003e \u003c/p\u003e\u003ch2\u003eAuthor contributions\u003c/h2\u003e \u003cp\u003eX. L. performed the laboratory experiments (optimization, substrate scope, application, and mechanistic studies) and analyzed the experimental data. X. T. performed the laboratory experiments concerning solid phosphine catalysis and analyzed the experimental data. Z. Z. performed the laboratory experiments concerning ligation of biologically active molecules or fluorophores with cysteines, peptides, and proteins. B. L. performed the laboratory experiments (optimization and analyzed the experimental data). J. F. performed the laboratory experiments for substrate scope. R. H. performed the laboratory experiments for substrate scope. P. X. conceived and directed the investigations, analyzed the experimental data, and prepared the manuscript. T.-P. L. directed the investigations and prepared the manuscript. All authors interpreted the results and contributed to the development of the manuscript.\u003c/p\u003e\u003ch2\u003eAcknowledgements\u003c/h2\u003e \u003cp\u003eWe gratefully acknowledge financial support from the National Natural Science Foundation of China (21702108), the Natural Science Foundation of Jiangsu Province, China (BK20211257), and the Six Talent Peaks Project in Jiangsu Province (YY-033), the financial support from the Distinguished University Professor grant (Nanyang Technological University) and the Agency for Science, Technology, and Research (A*STAR) under its MTC Individual Research Grant (M21K2c0114) and RIE2025 MTC Programmatic Fund (M22K9b0049) for T.-P. Loh.\u003c/p\u003e\u003ch2\u003eData availability.\u003c/h2\u003e \u003cp\u003eAdditional data supporting the findings described in this manuscript are available in Supplementary Information. For optimization of the reaction conditions see Fig. \u003cspan refid=\"MOESM1\" class=\"InternalRef\"\u003eS1\u003c/span\u003e. For chemo-selectivity and stability of the cysteine conjugates see Figs. S2-S4. The kinetic studies are shown in Figure S5. For heterogeneous phosphine catalysts, see Table \u003cspan refid=\"MOESM1\" class=\"InternalRef\"\u003eS1\u003c/span\u003e, Figs. S6-S9. For peptide and protein modification, see Figs. S10-S28. For full characterization data and \u003csup\u003e\u003cspan citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e\u003c/sup\u003eH and \u003csup\u003e\u003cspan citationid=\"CR13\" class=\"CitationRef\"\u003e13\u003c/span\u003e\u003c/sup\u003eC NMR spectra of new compounds and experimental details, see Supplementary Information and Figs. S29\u0026ndash;S161.\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\u003cli\u003e\u003cspan\u003eHartmann, P. et al. 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Commun. 9, 1321 (2018).\u003c/span\u003e\u003c/li\u003e\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":true,"hideJournal":false,"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":"nature-portfolio","isNatureJournal":true,"hasQc":false,"allowDirectSubmit":false,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"","title":"Nature Portfolio","twitterHandle":"","acdcEnabled":false,"dfaEnabled":false,"editorialSystem":"ejp","reportingPortfolio":"","inReviewEnabled":true,"inReviewRevisionsEnabled":false},"keywords":"","lastPublishedDoi":"10.21203/rs.3.rs-6196140/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-6196140/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003eThiol-specific modification of proteins through conjugation with small molecules represents a critical advancement in biological research and therapeutic development, particularly in the context of antibody-drug conjugates (ADCs) for targeted cancer therapy. Despite the widespread use of maleimide-based linkers, their stability under physiological conditions remains a major limitation, often compromising therapeutic efficacy. In this investigation, we developed a novel and efficient thiol-specific bioconjugation strategy that employs allylic acetate, activated by a recyclable solid phosphine catalyst. This approach achieves high yields and demonstrates robust stability under bio-compatible, room-temperature conditions. Notably, it sets a new record for the fastest cysteine-conjugation reaction rate reported to date, with a rate constant of \u003cem\u003ek\u003c/em\u003e\u003csub\u003e2\u003c/sub\u003e\u0026thinsp;=\u0026thinsp;1.49 \u0026times; 10\u003csup\u003e6\u003c/sup\u003e M\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003es\u003csup\u003e\u0026minus;\u0026thinsp;1\u003c/sup\u003e. The method expands the substrate scope and introduces a sustainable, environmentally friendly approach to ADC linker design, offering a significant advancement in the creation of stable, biocompatible, and therapeutically effective compounds.\u003c/p\u003e \u003cp\u003e \u003c/p\u003e","manuscriptTitle":"Phosphine-promoted Thiol-Specific Bioconjugation with Allylic Acetates","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2025-03-24 05:09:21","doi":"10.21203/rs.3.rs-6196140/v1","editorialEvents":[],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"nature-communications","isNatureJournal":true,"hasQc":false,"allowDirectSubmit":false,"externalIdentity":"NCOMMS","sideBox":"Learn more about [Nature Communications](http://www.nature.com/ncomms/)","snPcode":"","submissionUrl":"https://mts-ncomms.nature.com/","title":"Nature Communications","twitterHandle":"","acdcEnabled":true,"dfaEnabled":true,"editorialSystem":"ejp","reportingPortfolio":"Nature Communications","inReviewEnabled":true,"inReviewRevisionsEnabled":false}}],"origin":"","ownerIdentity":"a31048be-85b8-42a0-9f08-01243e554e3f","owner":[],"postedDate":"March 24th, 2025","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"under-review","subjectAreas":[{"id":45656231,"name":"Physical sciences/Chemistry/Chemical biology/Chemical modification"},{"id":45656232,"name":"Physical sciences/Chemistry/Chemical biology/Chemical tools"}],"tags":[],"updatedAt":"2025-03-24T05:09:21+00:00","versionOfRecord":[],"versionCreatedAt":"2025-03-24 05:09:21","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-6196140","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-6196140","identity":"rs-6196140","version":["v1"]},"buildId":"XKTyCvWXoU3ODBz1xrDgd","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}