Alexey A.
Nikolin
*a,
Eugenia P.
Kramarova
a,
Alexander G.
Shipov
a,
Yuri I.
Baukov
a,
Vadim V.
Negrebetsky
a,
Dmitry E.
Arkhipov
b,
Alexander A.
Korlyukov
b,
Alexey A.
Lagunin
cd,
Sergey Yu.
Bylikin
e,
Alan R.
Bassindale
e and
Peter G.
Taylor
e
aDepartment of Chemistry, N.I. Pirogov Russian National Research Medical University, Ostrovityanov St. 1, Moscow 117997, Russian Federation. E-mail: nikson1111@yahoo.com
bA. N. Nesmeyanov's Institute of Organoelement Compounds, RAS, Vavilova St. 28, 119991 Moscow, Russian Federation
cDepartment of Bioinformatics, N.I. Pirogov Russian National Research Medical University, Ostrovityanov St. 1, Moscow 117997, Russian Federation
dInstitute of Biomedical Chemistry, Pogodinskaya Str., 10/8, Moscow, 119121, Russian Federation
eDepartment of Chemistry, Open University, Walton Hall, Milton Keynes, MK7 6AA, UK
First published on 25th July 2016
(O→Si)-Chelate difluorides R3R2NCH(R1)C(O)N(CH2SiMe2F)2 (9a–c, R1R2 = (CH2)3, R3 = Ms (a), Ts (b); R1 = H, R2 = Me, R3 = Ms (c)), containing one penta- and one tetracoordinate silicon atoms were synthesized by silylmethylation of amides R3R2NCH(R1)C(O)NH2, subsequent hydrolysis of unstable intermediates R3R2NCH(R1)C(O)N(CH2SiMe2Cl)2 (7a–c) into 4-acyl-2,6-disilamorpholines R3R2NCH(R1)C(O)N(CH2SiMe2O)2 (8a–c) and the reaction of the latter compounds with BF3·Et2O. The structures of disilamorpholines 8a,c and difluoride 9a were confirmed by an X-ray diffraction study. According to the IR and NMR data, the O→Si coordination in solutions of these compounds was weaker than that in the solid state due to effective solvation of the Si–F bond. A permutational isomerisation involving an exchange of equatorial Me groups at the pentacoordinate Si atom in complexes 9a–c was detected, and its activational parameters were determined by 1H DNMR. In silico estimation of possible pharmacological effects and acute rat toxicity by PASS Online and GUSAR Online services showed a potential for their further pharmacological study.
At the same time, certain classes of organosilanes containing both penta- and tetracoordinate silicon atoms in the same molecule remain virtually unknown. Among these compounds are N,N-bis(dimethylhalogenosilylmethyl)amides, where two silicon centres compete for a single carbonyl group. One of the Si atoms in these amides extends its coordination number to five and forms an (O→Si)-chelate ring while another Si atom remains tetracoordinate. Up to date, very few examples of such compounds have been reported,6 with the structures of only four complexes (1,6b2,6b3 (ref. 6e) and 4 (ref. 6e)) determined by X-ray method.
Since each of the two silicon atoms in dihalides 1–4 can potentially form a coordination bond with the carbonyl group, these compounds are particularly interesting as models for studying stereodynamic processes in solutions (such as alternating coordination or permutational isomerisation), pathways of SN2–Si reactions, relative contributions of the silicon centres to O→Si coordination and the effects of such coordination on the reactivity of SiIVMe2Hal and SiVMe2Hal groups within a single molecule.
Earlier we described (O→Si)-monochelate fluorosilanes RSO2-Pro-N(Me)CH2SiMe2F (5), containing an electron-withdrawing organosulfonyl group at the nitrogen atom of the amino acid fragment.7 In the present work, we report the synthesis, structures and stereodynamic behaviour of dinuclear fluorosilyl derivatives of proline and sarcosine R3R2NCH(R1)C(O)N(CH2SiMe2F)2 (9), synthesised by bis-silylmethylation of N-organosulfonyl-(S)-proline and N-mesylsarcosine amides R3R2NCH(R1)C(O)NH2 (6) via unstable dichlorides R3R2NCH(R1)C(O)N(CH2SiMe2Cl)2 (7) and isolable N-substituted 2,6-disilamorpholines R3R2NCH(R1)C(O)N(CH2SiMe2O)2 (8).
Mesyl and tosyl derivatives of (S)-proline, Ms-Pro-N(CH2SiMe2)2O (8a) and Ts-Pro-N(CH2SiMe2)2O (8b), and mesyl derivative of sarcosine, MsN(Me)CH2C(O)N(CH2SiMe2)2O (8c), were obtained by one-pot syntheses with yields of 75, 78 and 80%, respectively. The composition and structures of compounds 8 were confirmed by the elemental analysis, IR and multinuclear (1H, 13C, 29Si and CP/MAS 29Si) NMR spectroscopy. The structures of compounds 8a and 8c were also determined by X-ray method (see below).
The formation of hydrolytically unstable dichloride 7a was detected by IR spectroscopy. When a mixture of amide 6a with three equivalents of ClCH2SiMe2Cl and one equivalent of (Me3Si)2NH was refluxed in benzene or toluene, the absorption of the NCO fragment in 6a was gradually replaced by two absorptions (at 1590 and 1505 cm−1) of the same fragment in 7a, which was typical O→Si chelates of pentacoordinate silicon.6b,9 IR spectra of all 4-acyl-2,6-disilamorpholines 8a–c showed a strong absorption of the NCO fragment at 1630 cm−1.
In the 1H NMR spectra of chiral proline derivatives 8a,b, the signals of two SiMe2 groups appear as four singlets.
The 29Si NMR spectra of disilamorpholines 8a–c in solutions contain two signals at approximately 8 and 10 ppm, which are almost independent of the amino acid or N-substituent nature. The same chemical shifts of 29Si are observed in the solid-state CP/MAS spectra of these compounds (see Experimental section). Therefore, the solvation of tetracoordinate silicon atoms has no noticeable effect on their chemical shifts.
The above data suggest that both silicon atoms in compounds 8a–c are tetracoordinate.6c Similar to the double set of signals of SiMe2 groups in 1H NMR spectra, the presence of two signals in 29Si NMR spectra of these compounds is probably caused by the hindered amide rotation.
The composition and structure of difluorides 9a–c were determined by the elemental analysis, IR and multinuclear (1H, 13C and 29Si) NMR spectroscopy. The coordination states of both silicon atoms in compound 9a in the solid state was further confirmed by X-ray single-crystal study (see below) and 29Si CP/MAS NMR.
Direct spin–spin coupling constants 1JSiF in NMR spectra of compounds 9 for tetracoordinate silicon (230–260 Hz) were generally lower than those for pentacoordinate silicon (ca. 280 Hz; see Experimental section). Such difference, observed both in solutions and solid state, reflected the weakening of the Si–F bond at SiV in comparison with SiIV (see X-ray data for 9a).2b,c For the same reason, the spin–spin coupling constant 3JHF was observed at ambient temperature only for the SiIVMe2 group but not for the SiVMe2 group. Finally, the weakening of the SiV–F bonds affected the 2JCF constants in 13C NMR spectra: the observed spin–spin coupling frequencies at SiV centres (10–15 Hz) were significantly lower than those at the SiIV centres (ca. 30 Hz).
Intramolecular O→Si coordination in complexes 9 in solutions was further confirmed by the down field shift of the CO signal in their 13C NMR spectra. The characteristic patterns of SiV(CH3)2 and NCH2SiV signals in 1H NMR spectra of difluorides 9a,b (two singlets of equal intensity and an AB-system quartet, respectively) indicated the presence of a chiral carbon atom in their molecules.
The 29Si signals in solid-state NMR spectra of compounds 9 had greater upfield shifts (ca. −40 ppm) than the same signals in solutions (ca. −10 ppm). Similar effect was observed for monofluorides 5 and was probably caused by effective solvation of pentacoordinate silicon.7a
Using the difference between the observed chemical shifts of a SiV atom and the typical chemical shift of a SiIV atom (ca. 30 ppm), the coordination contribution (−Δδ = δSiV − δSiIV)2a in difluorides 9 can be estimated to be approximately 50 ppm. The comparison of this value to coordination contributions in chlorosilanes RSO2-Pro-N(Me)CH2SiMe2Cl (70–75 ppm), silyloxonium halides [R-Pro-N(Me)CH2SiMe2OH2]X (R = AlkSO2, ArSO2, Ac; X = Cl, Br) (70–80 ppm)10 and theoretical data for monofluorosilanes 5 (ref. 7b) and MeC(O)N(Me)CH2SiMe2F11 (same as above) indicates a relatively weak coordination in difluorides 9.
All difluorides have two signals in their 19F NMR spectra: one at approximately −159 ppm and another at −119 ÷ −125 ppm. According to literature data, these signals belong to SiIVMe2F and SiVMe2F groups, respectively.2b,c
In the case of compounds with the OSiC3X coordination set and X = Hal or OTf, structures A and B are typical for fluorides, C for chlorides, D for bromides, and E for iodides and triflates.
To study the temperature effects on the coordination set structure in difluorides 9a–c, the temperature-dependent 1H, 19F and 29Si NMR spectra of these compounds in CDCl3 were obtained. The decrease in temperature from +20 to −60 °C led to reversible downfield shifts of 1H and 19F signals (by ca. 0.03 and 3–4 ppm, respectively) of the SiVMe2F group. At the same time, the chemical shift of 19F in the SiIVMe2F group was not affected by the temperature. Such behaviour of 1H and 19F signals suggests an increased contribution of form B (Scheme 3) at low temperatures.
Similar to monofluorosilanes,7a the increase in temperature to +60 °C caused very small reversible broadening of the SiMe2 and NCH2 signals in 1H NMR spectra of difluorides 9a–c. Such broadening was indicative of a permutational isomerisation at the SiV coordination set of these compounds.
The activation parameters of the permutation were calculated by a 1H DNMR method using a full line-shape analysis of the signals. For all studied compounds, the stereodynamic processes in CDCl3 were characterised by a narrow range of activation energies (∼24 kcal mol−1 or greater) and high negative values of the entropy of activation (ca. ∼ −20 cal mol−1 K−1). These values were very similar to the activation parameters of N-(dimethylfluorosilylmethyl)- and N-[fluoro(methyl)(phenyl)silylmethyl]amides and -lactams,2a,12–15 as well as RSO2-Pro-N(Me)CH2SiMe2F (5),6a where R = Me, Ph, 4-MeC6H4, 4-ClC6H4, 4-BrC6H4 or 4-NO2C6H4.
The orthorhombic (P212121) crystals 8a were obtained from a heptane–benzene mixture with a molar ratio of 3:
1, whereas monoclinic (P21) crystals 8a′ were obtained from ethanol. There are two crystallographically independent molecules in the asymmetric unit of 8a; its volume is 3.84 times larger than that of 8a′, because the cell 8a′ contains a void of about 40 Å3. The structure of the 2,6-disilamorpholine fragment in compounds 8a, 8a′ and 8c (Fig. 3) is analogous to the previously published five structures (CSD refcodes:16 QOMTAN, QOMTER, XATQIT, XULNAT, XULNEX).
The mesyl group and 2,6-disilamorpholine fragment have syn-conformation relative to the proline ring: the corresponding torsion angles C8–N2–S1–C12 and C20–N4–S2–C24 in 8a are 95.3(2)° and 88.8(2)° for two crystallographically independent molecules, respectively, and the torsion angle C8–N2–S1–C12 in 8a′ is 94.7(5)°.
An asymmetric unit of difluoride 9a contains two crystallographically independent molecules, which differ by mutual orientation of the proline moiety and Me2FSiCH2 group relative to the chelate ring. In the case of syn-conformation, the interatomic distance S1⋯Si2 is 5.387(1) Å, whereas for anti-configuration the distance S2⋯Si4 is 6.340(1) Å. In 9a (Fig. 4), one of the silicon atoms is pentacoordinated, and its coordination polyhedron is a distorted trigonal bipyramid (axial angles O1–Si1–F1 and O4–Si3–F3 are 172.1(1)° and 171.9(1)°, the deviations of Si1 and Si3 atoms from the planes of equatorial substituents toward fluorine atoms are 0.167(1) Å and 0.176(1) Å for two crystallographically independent molecules, respectively).
The structures of coordination polyhedra of Si1 and Si2 atoms in 9a are noticeably different from those in the series of (O→Si)-chelate N′-(dimethylfluorosilylmethyl)-N′-methyl-N-(organosulfonyl)prolinamides,7a complexes 1 (ref. 6d) and 3 (ref. 6e) (selected bond lengths are given in Table 1).
The structure of 3 differs significantly from other difluorides due to the coordination of amide oxygen atom with the difluoroboron group while the coordination with the silicon atom is very weak. Thus, the axial Si–O bonds are shortened by 0.07–0.17 Å, and SiV–F bonds lengthened by 0.02–0.04 Å compared to similar bonds in prolinamide derivatives and difluoride 1. The SiIV–F bonds are lengthened by 0.05–0.10 Å in comparison with similar bonds in difluorides 1 and 3. Atoms Si2 and Si4 are not coordinated by any oxygen atoms, with the shortest intermolecular contact Si4⋯O2 of 3.538(1) Å.
At higher temperatures, the equilibrium B ⇌ A (Schemes 3 and 4) shifts towards the tetracoordinate topomer A. The nucleophilic attack at the Si atom by a fluoride anion (F*−) produces pentacoordinate difluoride G, which subsequently loses the F− anion and forms tetracoordinate intermediate H. The rotation around the Si–CH2 bond produces topomer A′ and finally complex B′ with inverted orientation of the methyl groups at silicon.
According to our previous study, the external fluorine anion can attack tetracoordinated silicon, and the dissociation energy of resulting Si–F bond in gas phase is equal to ∼90 kcal mol−1. Solvation of the F− anion leads to significant decrease of the Si–F dissociation energy. It is reasonable to assume that similar processes can occur in solution of 9a in CDCl3. Due to the presence of two dimethylfluorosilylmethyl and one bulky tosyl groups, the silicon atoms seems to be less accessible for nucleophilic attack as compared to N-(dimethylfluorosilylmethyl)amides, where only one dimethylfluorosilylmethyl group is present. Hence, the stereodynamic processes in solution of 9a can be more complex as compared to N-(dimethylfluorosilylmethyl)amides.7a
An alternative mechanism can involve the carbonyl group migration from one dimethylfluorosilyl to another (similarly to derivatives urea17) (Scheme 5).
In any case, the cleavage of the Si–O coordination bond and the certain conformational changes are necessary to the transfer the carbonyl oxygen atom from one dimethylfluorosilylmethyl to another. Thus, the detailed inspection of these processes can be very useful for understanding the nature of permutational isomerisation in the solution of 9a.
Quantum-chemical calculations of 9a were carried out using Gaussian 03W program.18 Hybrid PBE0 functional and 6-311G(d,p) basis set were utilized for structure optimization, hessian calculations, relaxed potential energy scans and transition state search. To account for the effect of nonspecific solvation, the PCM model was applied (the value of dielectric constant corresponded to chloroform). All calculations was performed with tight optimization criteria (Opt = tight) and precise grid for computation of two-electron integrals (Int(Grid = Ultrafine)). Molecular graphics was drawn with ChemCraft program.19 General views of calculated structures, atomic coordinates and total energies can be found in ESI.†
Analysis of potential energy surface for 9a in its isolated molecule and CDCl3 (PCM calculation) has shown that the presence of two conformational isomers correspond to the cyclic structures (where the Si–O coordination bond is present) and two other conformers belong are acyclic (Si–O coordination bond is absent). According to quantum chemical calculations, the influence of dielectric continuum used in PCM model leads to significant changes in molecular structure of 9a. The most noticeable change is the decrease of Si1⋯O1 distance from 2.36–2.37 to 2.25 Å. Cyclic conformers are more favourable as compared to the acyclic conformers. The difference between two isolated most stable cyclic and acyclic structures is 2.51 kcal mol−1. The use of PCM model for the description of solvation increases this difference to 4.37 kcal mol−1, which is in good agreement with our earlier calculations.7a All cyclic conformers can be characterized by the same geometry of coordination polyhedra of silicon atoms, so their 19F and 29Si chemical shifts should be very close.
Other differences are related to mutual orientation of N-organosulfonyl and dimethylfluorosilyl groups. In isolated cyclic and acyclic forms of 9a, these fragments are much closer to each other than in the solution. In two conformers (9a-cyclic2 and 9a-acyclic2, Fig. 5S and 6S, see ESI†), the Si2⋯O2 distances between one of the SiMe2F groups and the oxygen atom of the sulfonyl group are 3.698 and 3.720 Å, respectively. The optimization of these conformers in terms of PCM model (9a-cyclic2-CDCl3 and 9a-acyclic2-CDCl3, Fig. 7S and 8S†) increases the separation of the above fragments (the Si2⋯O2 distances become 4.533 and 3.962 Å). Conformers 9a-cyclic and 9a-acyclic (Fig. 1S and 2S†) are stabilized by weak C–H⋯O bonds between sulfonyl and methyl groups, so the Si2⋯O2 distances are 3.724 and 4.450 Å. Again, the application of PCM model increases Si2⋯O2 distances to 4.292 and 4.376 Å (9a-cyclic-CDCl3 and 9a-acyclic-CDCl3, Fig. 3S and 4S†). Thus, the effect of nonspecific solvation prevents the formation of Si2⋯O2 interactions, so the permutational isomerisation involving the sulfonyl group is unlikely to take place.
The information about the barrier of rotation around Si1–C3 and N1–C4 bonds can be useful to understand the mechanism of permutational isomerisation of 9a. These barriers were calculated by the relaxed potential energy surface scan of CNCO and F1Si1C3N1 torsion angles (the plots of the energy vs. scan coordinate are placed in ESI (Fig. 9S and 10S†)). The value of the rotation barrier around the Si1–C3 bond in isolated molecule 9a is approximately 7 kcal mol−1 (Fig. 9S†), so the rotation around the Si–C bond is possible despite the presence of an Si1–O1 coordination bond. In solution, the value of this barrier is even lower than that in isolated molecule (∼5.1 kcal mol−1). It is not surprising that the rotation around the N1–C4 bond is less favourable than the rotation around the Si1–C3 bond. Firstly, the N1–C3 bond is intermediate between ordinary and double (Table 2). Secondly, the rotation around the N1–C3 bond is attributed to the formation and cleavage of Si1–O1 and Si2–O1 coordination bonds. Our calculation gave the values of 26.3 kcal mol−1 for isolated molecule 9a and 24.8 kcal mol−1 for its solution in chloroform (Fig. 10S†). These values are very close to the permutational barriers measured for 9a–c by 19F DNMR study. Thus, the internal rotation can be responsible for the permutational isomerisation of 9a. Additional justification for this assumption was obtained by the localization of transition states (Fig. 11S and 12S†). The modes of negative vibrations (−67.0 and −62.8 cm−1 for isolated molecule and CDCl3 solution, respectively) correspond to the rotation around the N1–C4 bond and formation/dissociation of Si–O coordination bonds. The difference between energies of the most favourable cyclic conformers and transition state is 28.4 and 29.3 kcal mol−1 for isolated molecules and solution of 9a, respectively. These values are in agreement with the results of DNMR study. At the same time, the ΔS value calculated as the difference between the transition state and cyclic isomer is ∼−2 kcal mol−1 K−1, which is much lower than the experimental value. In our opinion, this difference can be explained by specific solvation (for instance, H-bonds between CDCl3 and carbonyl or sulfonyl groups, which can be responsible for stabilization of particular conformers).
Conformer | Si1⋯O1 | Si2⋯O2 | Si1–F1 | Si2–F2 | O1Si1F1 |
---|---|---|---|---|---|
9a-cyclic | 2.368 | 4.450 | 1.665 | 1.632 | 169.20 |
9a-acyclic | 3.130 | 3.724 | 1.638 | 1.646 | 79.69 |
9a-cyclic-CDCl3 | 2.248 | 4.533 | 1.686 | 1.640 | 170.25 |
9a-acyclic-CDCl3 | 3.222 | 3.962 | 1.652 | 1.644 | 78.82 |
9a-cyclic2 | 2.356 | 3.698 | 1.667 | 1.637 | 168.96 |
9a-acyclic2 | 2.984 | 3.720 | 1.637 | 1.639 | 76.09 |
9a-cyclic2-CDCl3 | 2.250 | 4.292 | 1.686 | 1.643 | 169.97 |
9a-acyclic2-CDCl3 | 3.175 | 4.376 | 1.644 | 1.644 | 77.90 |
9a-ts | 4.828 | 3.969 | 1.638 | 1.637 | 112.44 |
9a-ts-CDCl3 | 4.947 | 3.777 | 1.645 | 1.648 | 115.07 |
In this study, we used the PubChem structural search for identification of equivalent and similar structures (https://pubchem.ncbi.nlm.nih.gov).20 The similarity was assessed by the Tanimoto equation and the PubChem dictionary-based binary fingerprint analysis (https://pubchem.ncbi.nlm.nih.gov/search/help_search.html). The search results for similar compounds are shown in Table 3.
ID | Hits (probability) | The most similar compound with data on patents or activity |
---|---|---|
a Hits – number of similar compounds (≥90% or ≥ 80% Tanimoto index); CID – PubChem Compound ID. | ||
8a | 0 (90%); 161 (80%) | N-[(3S)-1-Methyl-2-oxopiperidin-3-yl]-N-(2-oxopropyl)methanesulfonamide (CID 58869395) |
Patent description: sulfonylaminovalerolactams and derivatives thereof as factor Xa inhibitors | ||
8b | 216 (90%) | 4,4′-Ethylenebis(1-methyl-2,6-piperazinedione) (CID 97592) |
Patent description: novel drug targets to overcome de novo drug-resistance in multiple myeloma; method of reducing amyloid-beta peptide levels using a bisdioxopiperazine; abatement process for contaminants; bis-dioxopiperazines and their use as protection agents bis-dioxopiperazines and their use as protection agents | ||
Known activity: small molecule inhibitors of FGF22-mediated excitatory synaptogenesis & epilepsy measured in biochemical system using RT-PCR – 7012-01_Inhibitor_SinglePoint_HTS_Activity | ||
8c | 0 (90%); 19 (80%) | 2-(4-Acetylpiperazin-1-yl)-N-methylsulfonylacetamide (CID 89504348) |
Patent description: dual-acting antihypertensive agents having angiotensin II type receptor antagonist activity and neprilysin-inhibition activity | ||
9a | 0 (90%); 74 (80%) | (1) N-(4-Amino-5-oxo-5-pyrrolidin-1-ylpentyl)methanesulfonamide (CID 17960593) |
Patent description: alpha-amino acid sulphonyl compounds | ||
(2) (2S)-1-[2-[Methyl(methylsulfonyl)amino]ethyl]pyrrolidine-2-carboxamide (CID 57572120) | ||
Patent description: quinolinone compounds as 5-HT4 receptor agonists | ||
9b | 59 (90%) | Azepan-1-yl-[1-(4-methylphenyl)sulfonylpyrrolidin-2-yl]methanone (CID 2964486) |
Known activity: active in HTS assay for activators of cytochrome P450 2A9 | ||
9c | 0 (90%); 10 (80%) | N,N-Dimethyl-2-[methyl(methylsulfonyl)amino]acetamide (CID 57682568) |
Patent description: HIV integrase inhibitors |
According to Table 3, the studied complexes have different similar compounds with variable known activities. No two complexes have the same most similar compound, which could indicate their similar biological potentials.
Computational prediction of biological activity for studied complexes was carried out using SAR-based online services. Possible therapeutic effects and mechanisms of action were evaluated by PASS Online21 (http://www.way2drug.com/PASSOnline) while the LD50 values for acute rat toxicity were estimated by GUSAR Online22 (http://www.way2drug.com/gusar/acutoxpredict.html). The results of these predictions are summarized in Table 4.
ID | Top 5 predicted therapeutic effects with probability > 50% | Top 5 predicted mechanisms of action with probability > 50% | Predicted LD50 values in mg kg−1, type of administration, class of toxicity |
---|---|---|---|
a IP – intraperitoneal route of administration; IV – intravenous route of administration; PO – oral route of administration; SC – subcutaneous route of administration; out of AD – compound is out of applicability domain of QSAR models. | |||
8a | Not predicted | Acetylcholine neuromuscular blocking agent | IP – out of AD, 127, IV, 4 class, 904, PO, 4 class, SC – out of AD |
8b | Not predicted | Acetylcholine neuromuscular blocking agent | IP – out of AD, 96, IV, 4 class, 1270, PO, 4 class, SC – out of AD |
8c | Spasmolytic | Acetylcholine neuromuscular blocking agent, anaphylatoxin receptor antagonist | IP – out of AD, 156, IV, 4 class, 453, PO, 4 class, 250, SC, 4 class |
9a | Antianginal, multiple sclerosis treatment, antiparkinsonian, neurodegenerative diseases treatment | Phosphatidylinositol 3-kinase C2beta inhibitor, RANTES antagonist, insulin growth factor agonist, insulin like growth factor 1 agonist | IP – out of AD, 80, IV, 4 class, PO – out of AD, 487, SC, 4 class |
9b | Antianginal, cardiovascular analeptic, multiple sclerosis treatment, cell adhesion molecule inhibitor | Integrin alpha2 antagonist, calmodulin antagonist, nicotinic alpha4beta4 receptor agonist | IP – out of AD, 101, IV, 4 class, PO – out of AD, SC – out of AD |
9c | Antianginal | Anaphylatoxin receptor antagonist, phospholipid-translocating ATPase inhibitor, 2-haloacid dehalogenase inhibitor, glycosylphosphatidylinositol phospholipase D inhibitor, NADPH peroxidase inhibitor | IP – out of AD, 130, IV, 4 class, PO – out of AD, 225, SC, 4 class |
The prediction results suggest that synthesized compounds may possess cardiovascular and CNS properties. Low levels of predicted acute rat toxicity makes them suitable for all routes of administration.
The temperature calibration of the NMR spectrometers was performed by measuring the differences in chemical shifts between non-equivalent protons in methanol (−90…+30 °C) and ethyleneglycol (+30…+85 °C).24 The activational parameters of the permutational isomerisation were calculated using DNMR-SIM software25 and a modified Eyring equation.26 In each case, at least twelve temperature points were obtained to achieve a correlation coefficient of 0.997–0.999.
Chloro(chloromethyl)dimethylsilane, (S)-proline hydrochloride, sarcosine and all solvents were purchased from Acros and Sigma-Aldrich. Ethyl esters of N-mesyl-(S)-proline and N-tosyl-(S)-proline were synthesised as described earlier.10
Methanesulfonyl chloride (11.5 g, 0.10 mmol) was added dropwise to a cooled solution of ethyl-N-methylglycinate (11.7 g, 0.10 mol) and triethylamine (10.1 g, 0.10 mol) in diethyl ether (80 mL). The mixture was stirred at ambient temperature for 2 h, the precipitate formed was filtered off, washed with ether (15 mL), and the combined organic solutions were evaporated in vacuum. The residue was distilled to afford 13.7 g (70%) of ethyl-N-mesyl-N-methylglycinate with b.p. 144–145 °C (9 torr) and m.p. 34–35 °C. IR spectrum (KBr, ν, cm−1): 1750 (CO), 1360 and 1160 (SO2). 1H NMR spectrum (CDCl3, δ, ppm (J, Hz)): 1.25 (3H, t, 3J 7.3, CH2CH3); 2.77 (3H, s, CH3N); 2.87 (3H, s, CH3S); 4.05 (2H, s, NCH2). 13C NMR spectrum (CDCl3, δ, ppm): 8.9 (CH2CH3); 35.3 (CH3N); 38.1 (CH3S); 51.4 (NCC(O)); 55.5 (CH2CH3); 173.9 (C
O). Found, %: C 37.08; H 6.65; N 7.11. C6H13NO4S. Calculated, %: C 36.91; H 6.71; N 7.17.
Single crystals suitable for X-ray diffraction analysis were obtained by recrystallisation from: orthorhombic 8a—heptane/benzene 3:
1; monoclinic 8a′—ethanol; 8c—heptane/benzene 7
:
1; 9a—heptane. X-ray diffraction measurements were carried out using Bruker Smart 1000 CCD and Bruker Smart Apex II CCD diffractometers at 100 K. The frames were integrated using SMART and APEX2 program packages.28 The correction for absorption was made using SADABS program.29 The details of crystallographic data and experimental conditions are given in Table 5.
8a | 8a′ | 8c | 9a | |
---|---|---|---|---|
Molecular formula | C12H26N2O4SSi2 | C12H26N2O4SSi2 | C10H24N2O4SSi2 | C12H26F2N2O3SSi2 |
Formula weight | 350.59 | 350.59 | 324.55 | 372.59 |
Crystal system | Orthorhombic | Monoclinic | Monoclinic | Orthorhombic |
Space group | P212121 | P21 | P21/n | P212121 |
Flack parameter | 0.027(18) | 0.03(9) | — | 0.016(13) |
Z | 8 | 2 | 4 | 8 |
a, Å | 9.6000(5) | 7.436(4) | 15.1089(9) | 13.0441(9) |
b, Å | 14.2422(7) | 9.474(6) | 6.6275(4) | 15.9282(11) |
c, Å | 27.0844(14) | 14.125(9) | 16.4442(10) | 18.2980(13) |
α, ° | 90 | 90 | 90 | 90 |
β, ° | 90 | 104.082(9) | 98.7620(10) | 90 |
γ, ° | 90 | 90 | 90 | 90 |
V, Å3 | 3703.1(3) | 965.2(10) | 1627.41(17) | 3801.8(5) |
ρ calc (g cm−3) | 1.258 | 1.206 | 1.325 | 1.302 |
μ, cm−1 | 3.19 | 3.06 | 3.57 | 3.25 |
F(000) | 1504 | 376 | 696 | 1584 |
2θmax, ° | 61.03 | 60.22 | 60.06 | 61.06 |
Reflections collected | 50![]() |
10![]() |
30![]() |
65![]() |
Independent reflections (Rint) | 11![]() |
5331 (0.00) | 4740 (0.0311) | 11![]() |
Number of reflections with I > 2σ(I) | 10![]() |
3228 | 3981 | 10![]() |
Parameters | 389 | 195 | 178 | 411 |
R 1 [I > 2σ(I)] | 0.0344 | 0.0579 | 0.0484 | 0.0266 |
wR2 (all independent reflections) | 0.0793 | 0.1168 | 0.1022 | 0.0698 |
GOF | 1.071 | 1.000 | 1.034 | 1.084 |
ρ min/ρmax (e Å−3) | 0.556/−0.323 | 0.873/−0.494 | 0.565/−0.358 | 0.381/−0.197 |
The structures were solved by the direct method by XS program30 and refined by full-matrix least-squares technique against F2 in the anisotropic–isotropic approximation using XL program.30 Atom H20 in s was located from the difference Fourier maps and refined freely. All remaining hydrogen atoms were placed in geometrically calculated positions and refined in rigid body model (Uiso(H) = 1.2Ueq(CH, CH2), Uiso(H) = 1.5Ueq(CH3)). The Flack parameter confirms (S)-configuration of the proline fragment. Preparation of graphic materials was performed using OLEX2 software package.31 Crystallographic data for the structural analysis of 8a, 8a′, 8c and 9a have been deposited with the Cambridge Crystallographic Data Centre (CCDC nos 1059570–1059573).
Footnote |
† Electronic supplementary information (ESI) available. CCDC 1059570–1059573. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c6ra14450k |
This journal is © The Royal Society of Chemistry 2016 |