Office
Chemistry Building 4
I graduated from the Higher Chemical College of the Russian Academy of Sciences, Moscow, Russia with a MSc degree in Chemistry. I obtained PhD degree in Organic Chemistry from Emory University, Atlanta, USA in 2001. After two postdoctoral fellowships at ETH Zürich, Switzerland and at Ludwig Maximilian University, Munich, Germany, I moved to the University of Bremen in Germany, where I completed my Habilitation (highest academic degree in Germany) in 2011 and served as a “Privatdozent” (eq. to Senior Lecturer) for several years. In 2016-2017, I was a visiting professor at the Zelinsky Institute of Organic Chemistry in Moscow. I joined the faculty of the University of the Free State as a Professor of Organic Chemistry at the beginning of 2018.
My research interests cover broad area of supramolecular chemistry, molecular self-organization, and redox- and light-controllable molecular receptors, devices and materials. I also contribute to several collaborative projects aimed at the study of weak interactions in molecular crystals, investigation of complex formation and gas phase reactivity using methods of mass spectrometry, and development of stereoselective heterogenious catalysts.
ORCID ID:
0000-0002-2340-2198
Publons
Google Scholar
ResearchGate
PHD STUDENT POSITION IS CURRENTLY AVAILABLE IN THE GROUP
> If you are interested, please, contact me via email.
For the full publication list see my CV.
Publications (Short List)
A selection of papers from different areas of my research interests:
- V. A. Azov, K. S. Egorova, M. M. Seitkalieva, A. S. Kashin, V. P. Ananikov, “Solvent-in-salt” systems for design of new materials in chemistry, biology and energy research” Chem. Soc. Rev. 2018, 47, 1250-1284. (DOI: 10.1039/C7CS00547D)
- M. Rohdenburg, M. Mayer, M. Grellmann, C. Jenne, T. Borrmann, F. Kleemiss, V. A. Azov, K. R. Asmis, S. Grabowsky, J. Warneke, “Superelectrophilic Behavior of an Anion Demonstrated by Spontaneous Binding of [B12Cl11]- with Noble Gases”, Angew. Chem, Int. Ed. 2017, 56, 7980–7985, and cover page 7681. (DOI: 10.1002/anie.201702237)
- I. Schrader, S. Neumann, A. Šulce, F. Schmidt, V. A. Azov, S. Kunz, “Asymmetric Heterogeneous Catalysis – Transfer of Molecular Principles to Nanoparticles by Ligand Functionalization”, ACS Catal. 2017, 7, 3979–3987. (DOI: 10.1021/acscatal.7b00422)
- V. A. Azov, “Recent advances in molecular recognition with tetrathiafulvalene-based receptors”, Tetrahedron Lett. 2016, 57, 5416–5425; invited review. (DOI: 10.1016/j.tetlet.2016.10.082)
- J. Warneke, C. Jenne, J. Bernarding, V. A. Azov, M. Plaumann, “Evidence for an intrinsic binding force between dodecaborate dianions and receptors with hydrophobic binding pockets”, Chem. Commun. 2016, 52, 6300–6303. (DOI: 10.1039/C6CC01233G)
- K. R. Korsching, H. Schäfer, J. Schönborn, A. Nimthong-Roldán, M. Zeller, V. A. Azov, “Substituent effects on monopyrrolo-tetrathiafulvalenes in calixaren-based molecular receptors“, RSC Advances 2015, 5, 82699–82703. (DOI: 10.1039/C5RA19012F)
- C. M. L. Vande Velde, M. Zeller, V. A. Azov, “Thermodynamic parameters of the pedal motion in the crystal structures of two bromomethylated azobenzenes”, CrystEngComm. 2015, 17, 5751–5756. (DOI: 10.1039/C5CE00905G)
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V. A. Azov, D. Janott, D. Schlüter, M. Zeller, “Tuning of tetrathiafulvalene properties: versatile synthesis of N-arylated monopyrrolo-tetrathiafulvalenes via Ullmann-type coupling reactions“, Beilstein J. Org. Chem. 2015, 11, 860–868. (DOI: 10.3762/bjoc.11.96)
- U. Kauscher, K. Bartels, I. Schrader, V. A. Azov, B. J. Ravoo, “Metastable oxidation states of tetrathiafulvalenes on the surface of liposomes”, J Mater Chem. B 2015, 3, 475-480. (DOI: 10.1039/C4TB01627K)
- V. A. Azov, J. Cordes, D. Schlüter, T. Dülcks, M. Böckmann, N. L. Doltsinis, “Light-controlled macrocyclization of tetrathiafulvalene with azobenzene: designing an opto-electronic molecular switch” J. Org. Chem. 2014, 79, 11714-11721. (DOI: 10.1021/jo502469z)
- J. Warneke, Z. Wang, M. Zeller, D. Leibfritz, M. Plaumann, V. A. Azov, "Methacryloyl chloride dimers: from structure elucidation to a manifold of chemical transformations" Tetrahedron 2014, 70, 6515–6521. (DOI: 10.1016/j.tet.2014.07.019)
- M.-L. L. Watat, T. Dülcks, D. Kemken, V. A. Azov, “Tripodal Pyrrolotetrathiafulvalene Receptors for Recognition of Electron-Deficient Molecular Guests” Tetrahedron Lett. 2014, 55, 741–744. (DOI: 10.1016/j.tetlet.2013.12.011)
- M. H. Düker, H. Schäfer, M. Zeller, V. A. Azov, “Rationally Designed Calix[4]arene-Pyrrolotetrathiafulvalene Receptors for Electron-Deficient Neutral Guests” J. Org. Chem. 2013, 78, 4905–4912. (DOI: 10.1021/jo400502t)
- V. A. Azov, F. Diederich, “Switching Processess in Cavitands, Containers, and Capsules” Molecular Switches, 2nd Edition; B. L. Feringa, W. R. Browne, eds.; Wiley-VCH, Weinheim, 2011. (DOI: 10.1002/9783527634408.ch8)
- G. Gamez, L. Zhu, A. Disko, H. Chen, V. Azov, K. Chingin, G. Krämer, R. Zenobi, “Real-time, in vivo monitoring and pharmacokinetics of valproic acid via a novel biomarker in exhaled breath” Chem. Commun. 2011, 47, 4884–4886. (DOI: 10.1039/c1cc10343a)
- M. Skibinski, R. Gómez, E. Lork, V. A. Azov, “Redox responsive molecular tweezers with tetrathiafulvalene units: synthesis, electrochemistry, and binding properties” Tetrahedron 2009, 65, 10348–10354. (DOI: 10.1016/j.tet.2009.10.052)
- V. A. Azov, R. Gómez, J. Stelten, “Synthesis of electrochemically responsive TTF-based molecular tweezers: evidence of tight intramolecular TTF pairing in solution” Tetrahedron 2008, 64, 1909–1917. (DOI: 10.1016/j.tet.2007.11.110)
- M. Hammond, A. Manetto, J. Gierlich, V. A. Azov, P. M. E. Gramlich, G. A. Burley, M. Maul, T. Carell, “DNA Photography: An Ultrasensitive DNA-Detection Method Based on Photographic Techniques” Angew. Chem. Int. Ed. 2007, 46, 4184–4187. (DOI: 10.1002/anie.200605023)
- V. A. Azov, A. Beeby, M. Cacciarini, A. G. Cheetham, F. Diederich, M. Frei, J. K. Gimzewski, V. Gramlich, B. Hecht, B. Jaun, T. Latychevskaya, A. Lieb, Y. Lill, F. Marotti, A. Schlegel, R. R. Schlittler, P. J. Skinner, P. Seiler, Y. Yamakoshi, “Resorcin[4]arene Cavitand-Based Molecular Switches” Adv. Funct. Mat. 2006, 16, 147–156. (DOI: 10.1002/adfm.200500181)
- V. A. Azov, A. Schlegel, F. Diederich, “Geometrically Precisely Defined Multinanometer Extension/Contraction Motions in a Resorcin[4]arene Cavitand-Based Molecular Switch Observed by FRET” Angew. Chem. Int. Ed. 2005, 44, 4635–4638. (DOI: 10.1002/anie.200500970)
- M. Menger, V. A. Azov, “Synthesis and Properties Water-Soluble Asterisk Molecules” J. Am. Chem. Soc. 2002, 124, 11159–11166. (DOI: 10.1021/ja0206238)
- M. Menger, J. Bian, V. A. Azov, “A 1,3,5-Triaxial-Triamino-Cyclohexane: The Triamine Corresponding to Kemp’s Triacid” Angew. Chem. Int. Ed. 2002, 41, 2581–2584. (DOI: 10.1002/1521-3773(20020715)41:14<2581::AID-ANIE2581>3.0.CO;2-#)
- M. Menger, V. A. Azov, “Cytomimetic Modeling in Which One Phospholipid Liposome Chemically Attacks Another” J. Am. Chem. Soc. 2000, 122, 6492–6493. (DOI: 10.1021/ja000504x)
Our research interests lie in the area of supramolecular chemistry and chemistry of materials and focus on synthesis of complex molecular architectures for investigation of processes of molecular recognition, molecular switching, and controllable self-assembly. Most of the structures we prepare and study comprise one or several tetrathiafulvalene (TTF) units, capable of reversible switching of electron-donating properties by oxidation/reduction.
One of the research directions is focused on the development of redox-active molecular receptors with two or more spatially aligned TTF groups comprising a molecular recognition center (a). In future, employing a modular assembly methodology and taking advantage of several building blocks, molecular receptors tailored for particular applications, e.g sensorics, will be constructed and investigated.
In another project we developed azobenzene-tetrathiafulvalene macrocycles that comprise two switching units: electrochemically-active tetrathiafulvalenes and photochemically-active azobenzenes (b). The oxidation potential of small, structurally rigid TTF-AB macrocycle depends on the conformation of the AB moiety, opening the way for the modulation of redox properties by an optical stimulus and design molecular devices with orthogonal write (optical) and read (electrical) modes.
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)
In several collaborative projects we try to decipher weak intermolecular interactions holding organic crystals together, examine host- guest complexes of dodecaborate, large cosmotropic inorganic anions, in the gas phase by means of mass-spectrometry, and try to create stereoselective heterogenic catalysts by knowledge transfer from homogeneous catalysis, i.e. modification of catalytic nanoparticles by chiral organic ligands, e.g. amino acids and their derivatives.
Synthetic and supramolecular organic chemistry.
Synthesis and characterization of redox- and light-controllable molecular receptors and molecular devices.
Molecular self-organization.
Application of mass-spectrometry for the study of weak interactions in the gas phase.
Examination of intermolecular interactions in organic crystals.
Stereoselective heterogeneous catalysis by use of small molecule chiral modifiers on nanoparticles.
Ionic liquids as reaction media.
CHEM 3743 (Organic Chemistry III for BSc level)
CHEM 6853 (Use of organometallic reagents in organic synthesis, for BSc Hons level)
CHEM 6863 (Concepts and applications of supramolecular chemistry, for BSc Hons level)
CHEM 6863 (Advanced OC practical labs, for BSc Hons level)
CHEM 6808 (BSc Hons research project)
Previous teaching experience (University of Bremen, Germany; 2007-2017)
Organic Chemistry I (basic course in Organic Chemistry, BSc level)
Methods and Strategy of Organic Synthesis (advanced course in Organic Chemistry, MSc level)
Supramolecular Chemistry (basic course, BSc level)
Advanced Supramolecular Chemistry and Chemistry of Materials (advanced course, MSc level)