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Designing the Macrocyclic Dimension in Main Group Chemistry

Niu, Hao-Che,Plajer, Alex J.,García Rodríguez, Raúl,Singh, Sanjay,Wright, Dominic Simon

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CONCEPT Designing the Macrocyclic Dimension in Main Group Chemistry Hao-Che Niu,[a] Alex J. Plajer,[a] Raul Garcia- Rodriguez,[b] Sanjay Singh,[c] Dominic S. Wright*[a] The systematic building of large macromolecular arrangements based on non-carbon elements is a significant challenge. Our aim in the past two decades has been to develop robust synthetic methods to construct new types of main group architectures in a methodical way. This concept article addresses the fundamental thermodynamic and kinetic problems involved in the design of main group macrocycles and looks to future developments of macromolecules in this area. CONCEPT Abstract: Outside the confines and well-established domain of organic chemistry, the systematic building of large macromolecular arrangements based on non-carbon elements represents a significant and exciting challenge. Our aim in the past two decades has been to develop robust synthetic methods to construct new types of main group architectures in a methodical way, principles of design that parallel those used in the organic arena. This concept article addresses the fundamental thermodynamic and kinetic problems involved in the design and synthesis of main group macrocycles and looks to future developments of macromolecules in this area, as well as new applications in coordination chemistry. Introduction While organic macrocycles based on thermodynamically stable carbon frameworks, are a central area of modern chemistry (with extensive applications in the fields of coordination chemistry, catalysis and extraction, to name but a few),[1] functional inorganic macrocycles whose frameworks are constructed solely from inorganic elements are rare.[2] In addition, few general families of inorganic systems have been identified, unlike their organic counterparts which have been derivatized extensively and span a diverse range of structural and donor/acceptor types (including, crown ethers (A), calixarenes (B) and porphyrins (C), Fig. 1). Fig. 1 Representative examples of some common organic macrocycles: (A) a crown ether, (B) a calixarene and (C) a porphyrin. Since most of the elements in the periodic table are metals it is perhaps unsurprising that the vast majority of macrocyclic inorganic systems are metallocycles. In the limited cases in which host-guest chemistry has been explored, their behavior is dominated by anion coordination through the electropositive metal centres of the macrocyclic hosts.[3] This is in contrast to the well-developed host-guest chemistry of organic macrocyles in which anion, cation and neutral guest coordination are commonplace.[4] Examples of anion coordination by inorganic systems are seen in Hawthorne’s mercuracarborands (Fig. 2a) [3a] and Mulvey’s inverse crowns (Fig. 2b),[3b] which can exhibit both anionselective behavior as well as the ability to coordinate highly unusual anions (such the double 2,5-C-H arene deprotonation of toluene witnessed in the example shown in Fig. 2b[5]). The main point is that very few donor-type macrocycles have been reported. An early example is the twelve-membered phosph(V)azane [(Me2N)2PN]6 which was found to coordinate Cu2+ within its cavity (Fig. 3a).[6] Other more recent examples of cation coordination have been found in the case of cyclic silicones, which are analogous to crown ethers (e.g., the potassium complex shown in Fig.3b).[7] Fig. 2 (a) Host-guest complex of a metallocarborand, in which the 1,2-B10C2 carborane units link the HgII centres together in the host which coordinates halide ions (X). (b) An inverse crown complex of a heterometallic MgII/Na imido host coordinating an unusual 2,5-deprotonated toluene dianion. Fig. 3 (a) A phosph(V)azene macrocycle coordinating a CuII ion. (b) A potassium complex of a cyclic silicone macrocycle. Some of the fundamental issues to consider in the development of any stable inorganic macrocyclic system relate to bond energy and ionicity, since for any host macrocycle to exist in the absence of a guest, it is clear that bonding within its framework should be both stable and directional. A guide to both of these factors is a graph of the heteroatomic bond energy versus the ionic contribution to the bonds, derived from the definition of Pauling electronegativity (Fig. 4, which shows a range of element-element, element-O and element-N bonds).[8] The kinetic and thermodynamic stability as well as the rigidity of carbon based macrocycles can be seen to stem in large part from the high stability of the framework bonds (C-C, C-N, C-O) combined with [a] Prof. D. S. Wright, Mr. H.-C. Niu, Mr. A. J. Plajer Chemistry Department, Lensfield Road, Cambridge University Cambridge CB2 1EW E-mail: dsw10[email protected].uk [b] Dr. R. Garcia-Rodriguez, GIR MIOMeT-IU Cinquima-Química Inorgánica, Facultad de Ciencias, Campus Miguel, Delibes, Universidad de Valladolid 47011 Valladolid, Spain. [c] Dr. S. Singh, Department of Chemical Sciences, Indian Institute of Science Education and Research Mohali, Knowledge City, Sector 81, SAS Nagar, Mohali 140306, Punjab (India). (a) (b) (a) (b) CONCEPT the relatively low ionic contribution to the bond character. For elements beyond the second period of the periodic table, however, as a particular p-block group is descended orbital energy/size mismatching will tend to lead to weaker bonds. Although this is off-set to some extent by an increase in the ionic contribution to the bond energy, this contribution has the detrimental effect of increasing the polarity of the bonds (leading to kinetic instability and non-directionality of bonding, in particular). The ‘sweet-spot’ in the search for frameworks which are likely to support rigid macrocycles is located around the classical carbon area (as highlighted in Fig. 4). This is largely borne out by a more extensive literature survey of constitutionally-stable main group macromolecular systems, which are far more prevalent in this area, and provides a useful starting point in any planned synthesis of main group macrocycles. Fig. 4 Background consideration of bond energy and bond polarity, showing the ‘sweet spot’ located around the classical organic area. Our interest in this area arose initially through a chance discovery. With the intention of obtaining a heterometallic SnII/SbIII cage, the lithium salt of the tris(amido)stannate anion [Sn(2-MeO- C6H4NH)3]- was reacted with the potent base Sb(NMe2)3.[9a] The surprising product of this reaction is the hexameric SbIII macrocycle [{Sb(  -2-MeO-C6H4N)}2((  -2-MeO-C6H4N)]6 (1) (Fig. 5), having a cyclic arrangement of six Sb2N2 ring units bridged by imido-N atoms. The overall arrangement is toroidal, with the Sb2N2 ring units being roughly perpendicular to the Sb12 mean plane. A similar SbIII macrocycle was later obtained by Norman and coworkers using a more direct approach.[9b] For us, the significance of this result was the potential that 1 may represent the first recognizable example of a broader family of macrocyclic compounds of this type within the p-block. A significant clue to this was provided by the series of previously reported isoelectronic species [{P(  -NR)}2(  -NR)]2 (2), [{Sn(  -PR)}2(  -PR)]24- (3) and [{MeAl(  -PCy)}2(  -PR)]24- (4) (Cy = cyclohexyl) (Fig. 6),[10] which in the light of the structure of 1 could be reappraised as ‘dimeric’ macrocycles with the same architecture. The big question, however, was how can we develop systematic/general synthetic methods to this type of macrocycle? We have previously surveyed the development of this and related areas of macrocyclic main group chemistry in depth in 2010.[11] In this concept article the focus is on the development of targeted synthesis in this area using newly developed reactions and building blocks. Fig. 5 (a) Structure of the SbIII macrocycle 1. (b) the core arrangement, showing only the Sb and N atoms. Sb (magenta), N (mauve). Fig. 6 Isoelectronic ‘dimeric’ macrocycles. Establishing the Synthetic Methodology – N-bridged Macrocycles A simple nucleophilic approach to macrocycles of this type can be deduced from a retrosynthetic fragmentation of the general macrocyclic framework (Scheme 1). Scheme 1 Retrosynthetic analysis of a general macrocyclic framework of this type, where E, E’ and E’’ are p-block elements (or groups), Y is a linking atom or group and X is a leaving group. Higher-order macrocycles related to 2 were an attractive target owing to the high bond energy and relatively low polarity of the P- N bonds (as seen diagrammatically in Fig. 4), and these therefore became the focus of future studies by us in this area. It was reasoned that reduction of the steric demands of the P2N2- bridging groups of 2 might be in itself enough to allow the expansion of the macrocyclic framework. The novel nucleophilic (a) (b) CONCEPT synthetic building block [(NH2)P(  -NtBu)]2 (6H2) is obtained in good yield by the simple reaction of the previously reported phosph(III)azane dimer [ClP(  -NtBu)]2 (5) with a solution of excess ammonia in THF (Scheme 2).[12] Scheme 2 Formation of the key nucleophilic building block 6H2. Like 5 and the majority of phosph(III)azane dimers reported,[13] 6H2 exhibits a preference for the cis-isomer in the solution and solid states (Fig. 7). This is one of the key factors favoring the use of cyclodiphosphazanes in macrocycle synthesis, since the cisconformation effectively pre-organises the components for macro-cyclisation during assembly. The nucleophilic precursor 6H2 is readily condensed with the electrophilic component 5 at - 78oC in the presence of excess Et3N (as a BrØnsted base) to give the tetrameric macrocycle [{P(  -NtBu)}2(NH)]4 (7) in an isolated yield of 67% (an overall yield of 30% starting from the readily available PCl3 and tBuNH2) (Scheme 3).[12] This reaction is remarkably selective, as shown by the in situ 31P NMR of the reaction mixture at room temperature which shows almost quantitative formation of 7. Fig. 7 The cis-arrangement of the –NH2 groups of 6H2 in the solidstate structure. P (orange), N (mauve). Scheme 3 Parallel synthesis of the tetrameric macrocycle 7 from the electrophilic (5) and nucleophilic building blocks (6). The solid-state structure of 7 (Fig. 8) features a nearly planar [{P•••P}N]4 macrocyclic arrangement comprising of four cis-P2N2 subunits. This can be compared to the presence of trans-Sb2N2 subunits found in 1 (Fig. 5), and clearly reflects the lower steric demands of the bridging NH groups. The macrocyclic cavity measures ca. 5.2 Å (measured N•••N), which can be compared to ca. 4.0-4.3 Å in the macrocyclic cyclam [CH2CH2NH]4. Fig. 8 Structure of the tetramer 7. P (orange), N (mauve). Although 7 is generated almost quantitatively, further in situ 31P NMR investigation of the reaction at low temperature shows that another minor product is always formed (in variable amounts of about 1-5% of the total phosphorus signal). This species is the host-guest complex [{P(  -NtBu)}2(NH)]5(HCl) (8•HCl), composed of a pentameric [{P(  -NtBu)}2(NH)]5 macrocycle which coordinates a Clanion at the centre of the planar [{P•••P}N]5 core using the five N-H groups (with a H-atom bonded to a P-centre of the macrocycle) (Fig. 9).[14] The macrocyclic cavity of 8 is ca. 6.8 Å (measured N•••N). CONCEPT Fig. 9 Structure of the host-guest complex 8•HCl (top-view (a); side-view (b)). P (orange), N (mauve), Cl (green). The structure of this minor product illustrates that, in addition to the pre-organisation of the cis-building blocks, templating by Clalso directs the formation of a macrocycle rather than polymers. The formation of the pentameric macrocyclic core of 8, with an uneven number of P2N2 units, clearly cannot occur by the stepwise/alternate condensation of the building blocks 5 and 6H2, for which only macrocycles with an even number of P2N2 subunits could be constructed (like 7, Scheme 3). Extensive 31P NMR studies of the reactions of the precursors 5 and 6H2 under a range of conditions reveal the importance of Cltemplating in this reaction and indicate that a common intermediate 9 (Scheme 4) is responsible for the formation of both the tetramer 7 and pentamer 8. While 7 results from ring closure of 9 (with the elimination of Et3NHCl), 8 results from the further insertion of a unit of the nucleophilic component 6H2 (with loss of NH4Cl).[15] Fascinating insight into the mechanism of selection of the tetrameric or pentameric arrangements is revealed by the effects of addition of excess of different halide ions to the reaction.[15] While tetramer 7 is formed almost quantitatively in the reaction shown in Scheme 3, remarkably, pentamer 8 is produced almost quantitatively if the reaction is performed in the presence of excess LiI (with the order of selection of 8 being I- >> Br- > Cl-). This is opposite to the thermodynamic stability of the host-guest complexes [8•X]- (X = Cl- > Br- >> I-) from DFT calculations, as expected on the basis of weaker N-H•••I H-bonding. The reasons for this switch in selectivity are entirely kinetic in origin (Scheme 5). For the smaller halide ion Clthe rate of ring closure to the tetramer 7 is greater than that for further insertion of 5 to give the pentamer 8 (k1 > k2). This is an example of negative templating,[17] in which selection of 7 is due to slowing of the rate of formation of 8. In the case of I-, however, the -NH3+ and -Cl termini of 9 are held further apart at optimum separation for the insertion of 5 to give the pentamer 8. This is an example of positive templating, in which 8 is favoured due to the accelerated rate (k2 > k1). Scheme 4 Mechanism of formation of 7 and 8 through the common intermediate 9. Scheme 5 Positive and negative templating in the selection of the tetramer 7 and pentamer 8. Using a ten-fold excess of LiI and adjusting the stoichiometry to the required 3 : 2 ratio (of compounds 6H2 and 5, respectively) for the formation of 8 provides a preparative route to the pentamer, in the form of the host-guest complex [{P(  -NtBu)}2(  - NH)]5I-.Li(thf)4+ (8I·Li(thf)4). Its solid-state structure reveals a highly distorted pentameric macrocyclic arrangement in which the I- anion is located above one side of the macrocyclic mean plane (cf. the planar structure (8•HCl) (Fig. 10)).[15] The free pentamer 8 can be released by the reaction of 8I·Li(thf)4 with MeONa (→ NaI + LiOMe + 8).[16] Fig. 10 Structure of the anion [8·I]-, showing the distorted arrangement of the macrocycle. P (orange), N (mauve), I (purple), N-H atoms (light grey). Isoelectronic Nucleophilic Precursors – Group 16 Bridged Macrocycles Now that the synthetic methodolgy had been established with N- H bridged macrocycles, the next target was to explore the scope (a) (b) CONCEPT of this approach to macrocycles containing other heteroatom bridges. The obvious target are macrocycles containing Group 16 atoms. For this to be accomplished, however, it was necessary to develop new nucleophilic precursors which are isoelectronic with 6H2. Scheme 6 shows the relationship between 6H2 and the new isoelectronic O- and S-precursor, 10H2 and 11H2. Simple consideration of the bond energies involved explains why 6H2 is most stable in its PIII tautomer, whereas 10H2 and 11H2 will be most stable in their PV tautomers. This is an interesting case of masked functionality in an inorganic setting. Scheme 6 Isoelectronic nucleophilic building blocks and their preferred tautomers (red). Precursor 10H2 is readily obtained by the hydrolysis of the [ClP(  -NtBu)]2 (5) with H2O in THF in the presence of excess Et3N.[18] However, 10H2 rapidly dimerises into [{O=(H)P(  - NtBu)]2}2(  -O)] (12) above 10oC (Scheme 7). Trapping of the framework of 10H2 is achieved by the addition of excess nBuLi, resulting in deprotonation to give the dianion [10]2- which can be reacted in situ to give the O-bridge macrocyclic tetramer [{P(  - NtBu)}2(  -O)]4 (14) (Scheme 7).[18] The solid-state structure of 14 is very similar to the N-bridged analogue 7 (inset to Scheme 7), but with a noticeable contraction in the diameter of the cavity (from 5.2 Å in 7 to 5.05 Å in 14), in-line with the small decrease in bond length of the framework P-O bonds compared to P-N bonds. Scheme 7 Formation and trapping of the nucleophilic precursor 10H2 and the formation of the O-bridge tetramer 14. The inset shows the solid-state structure of 14 [P (orange), mauve (N), O (red)]. Direct evidence of the formation of the dianion [10]2- is obtained by the isolation of the intermediate prior to reaction with 5, in the form of the complex 15 (Fig. 11).[19] Complex 15 has three dianion units of [10]2- which surround a central Li7Cl7 doublecubane unit. The presence of the cis-conformation of the [10]2- dianion and the overall metallocyclic arrangement of 15 suggest that ligand pre-organisation and cation-templating are important in the assembly of macrocycle 14. However, so far attempts to template the formation of larger O-bridged macrocycles by the addition of other alkali metal ions to the reaction have only led to the formation of 14. A range of nucleophilic precursors [(S=)(H)P(  -NR)]2 (11H2) (R = tBu, Dipp, Mes, CHPh2) can be readily accessed by reactions of the corresponding dichloride dimers [ClP(  -NR)]2 with LiSH at -78oC in THF (Scheme 8).[20a] The preference for the cis- or transisomer is dependent on the steric bulk of the R-group (tBu > Dipp > Mes > CHPh2), with the cis-isomer being preferred for more sterically demanding groups under normal conditions. The tBudimer [(S=)(H)P(  -NtBu)]2 (11H2-tBu) (which almost exclusively occurs as the cis-isomer) is deprotonated using a range of organometallic bases. For example, deprotontation with Bu2Mg in THF gives [(THF)2Mg{(S)P(  -NtBu)}2] [(11-tBu)•Mg(THF)2] (Fig. 12), in which the cis-geometry of the precursor is maintained in the [(S)P(  -NtBu)}2]2- dianion [11-tBu]2-.[20b] CONCEPT Fig. 11 The core structure of complex 15, in which three dianions [10]2- form a metallocyclic arrangement surrounding a central Li7Cl7 double-cubane. Lisolvation by THF molecules and disordered atoms have been omitted for clarity. P (orange), N (mauve), O (red), Li (pink), Cl (green). Fig. 12 Structure of the Mg complex of dianion [11-tBu]2-. P (orange), N (mauve), O (red), Mg (green). Unfortunately, anions like [11-tBu]2- are too unstable to be used in the formation of S-bridged, PIII macrocycles analogous to 14 (Scheme 7). Instead, it is necessary to stabilise the P2N2 units of [11-tBu]2- prior to cyclisation, by oxidation of the P-centers with elemental S or Se (Scheme 8), producing the new PV dianions [(E)(S)P(  -NtBu]22- [E = S (16a), Se (16b)] (Scheme 8). This approach provides the basis for a modular, one-pot synthesis of a range of S- and Se-bridged macrocycles.[21] Deprotonation of 11H2-tBu (most conveniently with PhCH2Na), followed by roomtemperature in situ oxidation with S or Se, then addition of a range of dichlorides [ClP(  -NR)]2 gives the macrocycles 17 (E = S; R = tBu, neopentyl, R-1-(2-napthyl)ethyl) or 18 (E = Se; R = tBu) in isolated yields of over 80%, having (PIII)2(PV)2 backbones (Scheme 8). Significantly, this method allows the synthesis of mixed-ligand macrocycles (containing tBu and R’ groups), as well as the incorporation of chiral R’-groups (as in the case of R-1-(2- napthyl)ethyl) for the first time. Scheme 8 Deprotonation and oxidation of 11H2-tBu to give anions 16a and 16b, followed by macrocyclisation to 17 and 18 [E = S; R = tBu (17- tBu), neopentyl (17-neopent), R-1-(2-napthyl)ethyl (17-R-naphEt). E= Se; R = tBu (18-tBu)]. The solid-state structure of 17- tBu is shown in Fig. 13a.[21] The allcis arrangement of the constituent P2N2 ring units can be compared to the all-trans arrangement found in the structurallyrelated SbIII macrocycle 1 (Fig. 5). The diameter of the cavity in 17- tBu is ca. 8.25 Å (measured S•••S), significantly smaller than that found in 1 (ca. 13 Å). Interestingly, although there is a potential choice of bridging atom in the S/Se macrocycle 18- tBu (Fig. 13b), the Se-atoms bridge the P2N2 units exclusively in the solid-state structure.[21] This arrangement not only provides maximum bond energy (preserving P=S bonding over P=Se bonding), but the presence of longer P-Se bonds in the framework also results in less net steric and electronic repulsion between the tBu groups and S-atoms at the periphery of the macrocycle (compared to the S-bridge alternative). Fig. 13 Structure of the (a) 17-tBu and (b) 18-tBu. P (orange), N (mauve), S (yellow) Se (faded-pink). These macrocycles can be derivatised further by S- oxidation of their frameworks. For example, 17-tBu is converted quantitatively into the all-PV macrocycle 19 (Scheme 9). One significant result of oxidation is the large increase in the airstability of the macrocycles. (a) (b) CONCEPT Scheme 9 S-oxidation of 17-tBu into all-PV macrocycle 19. In addition to the pathway illustrated in Scheme 8, dianion intermediate 16b can be oxidised with I2 to give -Se2- bridged trimeric macrocycle [{(S=)P(µ-NtBu)}2(µ-Se-Se)]3 (20) (Fig. 14).[21] This is directly related to the previously reported isoelectronic and isostructural trimers [{(tBuN=)P(µ-NtBu)}2(µ-E-E)]3 (21) (E = S, Se).[22] Fig. 14 Synthesis and structure of the trimeric macrocycle 20. P (orange), S (yellow), Se (faded-pink). Macrocycles that are closely related to 17 and 19 can also be constructed selectively via a one-pot Wurtz coupling procedure, involving the reaction of the PV dichlorides [(E=)(Cl)P(  -NtBu)]2 (E = S (22a);[23a] E = Se (22b)[23b]) in toluene.[23] The mechanism of formation of the macrocycles (24) probably involves the ‘head-to- tail’ reaction of the transient anionic intermediate 23, which effectively acts as the nucleophilic and electrophilic component (Scheme 10). The solid-state structure of the S-macrocycle 24a is shown in Fig. 15 and has a distinct, alternating (PIIIPV) backbone that can be compared to the (PIII)2(PV)2 backbone in 17-tBu (Scheme 8, Fig. 13) and the all-PV backbone in 19 (Scheme 9). Interestingly, in respect to pre-organisation in these systems, it appears from recent studies of the formation of the S-macrocycle 24a that only the cis-isomer of the precursor 22a may be involved in the formation of the macrocycle, with the trans-isomer (22b) being doubly-reduced to the singlet biradicaloid dianion [(E)(Cl)P(  -tBu)]22-• under the reaction conditions.[23a] Scheme 10 Mechanism of formation of the S-(22a) and Se-(22b) macrocycles, via Wurtz coupling with Na. Fig. 15 Structure of 24a. P (orange), N (mauve), S (yellow). Current and Future Perspectives The concept of using dimeric, nucleophililc and electrophilic building blocks has broad applications in the synthesis of a range of new main group macrocycles. These studies have shown that such arrangements can be accessed with surprising selectivity, bearing in mind the simplicity of this strategy, and some interesting parallels relating to selectivity with the synthesis of classical macromolecular organic systems (in particular, the importance of pre-organisation of components and templating). One big advantage of these P-N based macrocycles is their general ease of synthesis compared to related organic counterparts, which often require complicated multi-step routes. Most of these macrocycles are highly soluble in organic solvents and surprisingly air stable, and with effective routes to these species now in hand the next challenge is to explore their coordination chemistry in more detail, particularly with respect to their host-guest behaviour with main group and transition metal cations and organic and inorganic anions. Perhaps the greatest challenge ahead, however, is to develop these systematic synthetic strategies towards even more elaborate macromolecular inorganic systems. 20 CONCEPT Acknowledgements We gratefully acknowledge the EU (ERC-advanced grant for DSW), and the Spanish MINECO-AEI and the European Union (ESF) for a Ramon y Cajal contract (RG-R, RYC-2015–19035). Keywords: main group • p-block • macrocycles • synthesis • methodology [1] As evidenced from latest texts on the subject, for example, Macrocycle Synthesis: A Practical Approach, Ed. D. Parker, Oxford University Press, 1996; F. Davis, S. Higson, Macrocycles: Construction, Chemistry and Nanotechnology Applications, Wiley-VCH, Weinheim, 2011; Macrocycles, Topics in Current Chemistry, Springer-Verlag, Berlin Heidelberg, vol, 161, 2013. [2] Inorganic Rings and Polymers of the p-Block Elements, T. Chivers and I. Manners, RSC Publishing, Chapter 6, 2009; D. S. Wright, Comp. Inorg. Chem.II, Ed. T. Chivers, vol. 1, 2013, pp. 953. 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