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. 2019 Sep 24;58(46):16553–16557. doi: 10.1002/anie.201907929

Conformational Re‐engineering of Porphyrins as Receptors with Switchable N−H⋅⋅⋅X‐Type Binding Modes

Karolis Norvaiša 1, Keith J Flanagan 1, Dáire Gibbons 1, Mathias O Senge 1,2,
PMCID: PMC6899560  PMID: 31412154

Abstract

The selectivity and functional variability of porphyrin cofactors are typically based on substrate binding of metalloporphyrins wherein the pyrrole nitrogen units only serve to chelate the metal ions. Yet, using the porphyrin inner core system for other functions is possible through conformational engineering. As a first step towards porphyrin “enzyme‐like” active centers, a structural and spectroscopic study of substrate binding to the inner core porphyrin system shows that a highly saddle‐distorted porphyrin with peripheral amino receptor groups (1, 2,3,7,8,12,13,17,18‐octaethyl‐5,10,15,20‐tetrakis(2‐aminophenyl)porphyrin) coordinates analytes in a switchable manner dependent on the acidity of the solution. The supramolecular ensemble exhibits exceptionally high affinity to and selectivity for the pyrophosphate anion (2.26±0.021)×109m −1. 1H NMR spectroscopic studies provided insight into the likely mode of binding and the characterization of atropisomers, all four of which were also studied by X‐ray crystallography.

Keywords: conformational design, nonplanar porphyrins, porphyrinoids, pyrophosphate, sensors


An acid‐activated porphyrin probe for small‐molecule detection is demonstrated, highlighting the colorimetric change of the binding event. The key feature is substrate coordination to the inner core system assisted via peripheral interactions.

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For the past few decades, the inner core system of conformationally designed nonplanar porphyrins has attracted scientists as an excellent host for various metals1 with highly tunable basicity.2 Such porphyrins recently found their first application as organocatalysts2a, 2b and promoters for dioxygen/hydrogen peroxide interconversion.3 This indicates that specific core N−H⋅⋅⋅substrate interactions can be achieved via macrocycle engineering.4 Since the beginning of porphyrin structural chemistry,5a weak interactions have been observed in crystals.5 Densely packed free base porphyrin systems that encapsulate substrates in their lattices are well known.4, 5b, 5c, 6 However, a limitation of X‐ray crystallography is the structural determination of monocrystalline solids, achieved by recrystallization from saturated solutions.7 Alternative spectroscopic detection of N−H⋅⋅⋅X‐type binding in porphyrin solutions is almost impossible without specially designing the binding pocket, as solvation and dilution drastically affect weak interactions by dispersing the binding agent to its surroundings. Planar porphyrins are more difficult to protonate than their nonplanar counterparts due to the penalty paid for extra distortion required upon protonation.8 Therefore, the respective symmetric porphyrin dications have yet to find use as either functional or selective anion receptors under normal laboratory conditions.9 Moreover, the porphyrin inner core imine and amine units of planar analogues are usually not involved in intermolecular interactions due to the “shielding” properties of the macrocycle system.10 Distortion can cause an increase in the degree of outwards orientation of the inner pyrrolic entities, making these positions more basic and accessible to substrates, thereby creating an “active center”.2a, 4

To activate the imine and amine moieties, we chose ring puckering by steric strain. Since sterically overcrowded porphyrins can have significantly saddle‐distorted 3D conformations,1, 3, 5c, 7, 11 a combination with additional coordinating sites on the periphery of porphyrins can yield porphyrinoid receptors with multiple binding sites to produce a situation comparable to the enzyme lock‐and‐key model4 at a molecular level. Therein, the interplay between all peripheral substituents (i.e., peri interactions and peripheral control via functional groups) would result in a well‐defined active site directing to the inner core system for substrate/analyte binding and recognition (Scheme 1).

Scheme 1.

Scheme 1

Graphical representation of the proposed switchable α4P1PPi complex system and repeated cycles (detected using absorbance intensity at 472 nm) obtained from a 5.56×10−6m α41 solution and 8:14 equiv. (PPi:TFA) ratio in CHCl3.

A modified Lindsey condensation reaction of 3,4‐diethylpyrrole12 and 2‐nitrobenzaldehyde, using BF3⋅Et2O as a catalyst and the oxidant DDQ, yielded the intermediate product 2,3,7,8,12,13,17,18‐octaethyl‐5,10,15,20‐tetrakis(2‐nitrophenyl)porphyrin (H2OETNO2PP) in 29 % yield. This was subsequently reduced to the tetraaminoporphyrin 1 in 79 % yield using SnCl2 under acidic conditions (HCl) (Scheme S1). Further purification (column chromatography and recrystallization using liquid–liquid diffusion in CHCl3 and MeOH) yielded crystals of α41 confirming the (↑↑↑↑) atropisomer conformation of the most polar fraction isolated from column chromatography (Figures S42 and S44). The other atropisomeric entities could not yet be separated due to their similar polarities. Additionally, porphyrin [α4P1 6+][SO4 2−][HSO4 ]4 was crystallized from the acidic MeOH solution (in the presence of sulfuric acid) and the crystalline compound was analyzed by X‐ray crystallography, showing multiple hydrogen‐bonding events.

Many cofactors, enzyme substrates, and DNA are anionic in nature.13 Among anions of current interest,14 the pyrophosphate anion has attracted particular attention due to its biological relevance,15 and significant efforts have been made to develop more potent pyrophosphate sensors.16 To study the binding capabilities of the isolated tetraaminoporphyrin α41, UV/Vis titrations were carried out with tris(tetrabutylammonium) hydrogen pyrophosphate (PPi) in the presence of TFA. The Soret band of the hexaprotonated porphyrin α4P1 (488 nm) was found to be redshifted by 27 nm compared to the neutral porphyrin α41 (461 nm), while the new Soret band of α4P1PPi complex exhibited a bathochromic shift of 10 nm (472 nm) compared to α41 (Figure 1). Complex formation was accompanied by a strong reduction of the main Q‐band of the protonated porphyrin α4P1 (at 696 nm) while two Q‐bands arose at new positions (616 and 673 nm), similar to what is observed for the metalloporphyrin complexes17 (higher symmetry in comparison to the porphyrins). Two isosbestic points were identified at 483 and 684 nm. This was followed by a rapid color change from yellow/brown to green. Most often, the variation of the porphyrin color indicates electronic or geometrical changes to the macrocyclic system9b, 18 which, in this instance, refers to the substrate–core interaction.

Figure 1.

Figure 1

Comparison of the UV/Vis titration of α41 (5.56×10−6m) and nickel(II) porphyrin α42 (5.56×10−6m) performed in CHCl3 with pyrophosphate (0–12 equiv.) and TFA (100 equiv.).

To confirm and further investigate N−H⋅⋅⋅X‐type complexation, the inner core system was blocked from any potential pyrrole–substrate interactions by NiII insertion. The isolated α4‐NiIIOETamPP (α42) (metalated analogue of α41) showed no observable spectroscopic changes in UV/Vis titration studies (Figure 1). Furthermore, titration of α41 with TFA in the presence of PPi revealed the formation of core diprotonated porphyrin α4CP1 before transitioning to the α4P1PPi system (Figure S46). This, therefore, indicates that: 1) the inner core system plays an essential role in complex formation; 2) protonation of the core imine nitrogens takes place first, followed by the peripheral amines; 3) the charge‐carrying peripheral ammonium groups are necessary for the complex formation in order to stabilize the corresponding substrate via the combination of electrostatic and hydrogen‐bonding interactions.19 It should be noted that the nonplanar analogue without any peripheral coordinating groups (H4OETPP2+) was incapable of forming any subsequent adducts (Figure S47).

Given that the protonation of the peripheral amines forms an active probe for PPi detection, a molecular switch between α4P1PPi and the substrate‐free α4CP1 form was developed. Following the use of 14 equiv. of TFA, the formation of the hexaprotonated porphyrin α4P1 was observed. Addition of 8 equiv. of PPi promptly formed α4P1PPi, while another 8 equiv. immediately regenerated the substrate‐free form (α4CP1), a result of the basicity introduced with the PPi salt. Therefore, a lack of peripheral charge via deprotonation with excess PPi leads to a destabilized complex. In order to reform the α4P1PPi, acidity must be restored with an additional 14 equiv. of TFA. These cycles could be repeated at least eight times (in an 8:14 equiv. (PPi:TFA) ratio) (Scheme 1).20 The molecular switch between active and inactive forms highlights the reversibility and reusability of the current system.

The anion‐recognition properties of α4P1 were studied in CHCl3 with various anions in the form of TBA salts (Figures S48 and S49) and different acids (Figure S50), using UV/Vis spectroscopy. In addition to PPi, four substrates—tetrabutylammonium bisulfate (BS), tetrabutylammonium phosphate monobasic (MP), methanesulfonic acid (MSA), and benzenesulfonic acid (BSA)—were pinpointed as complexing substrates. Similar UV/Vis spectral profiles were observed for all complexes; however, the main Soret bands (depending on its position) can be assigned to the anionic moiety present within the analyte (sulfonic at ≈464 nm and phosphonic at ≈471 nm)(Figure 2). This finding—while preliminary—suggests that the geometrical and electronic properties of phosphoric and sulfonic moieties influence the porphyrin–analyte complex formation, similar to the proposed “lock‐and‐key” concept.4

Figure 2.

Figure 2

Overlay of the UV/Vis spectra (5.56×10−6m) of α41, α4P1, α42, and complex systems (α4P1MSA, α4P1BSA, α4P1BS, α4P1PPi, α4P1MP) in CHCl3.

In operational terms, the affinities for anions were found to decrease according to the following sequence: PPi > BS > MP as observed from UV/Vis displacement studies (Figures S51 and S54). The affinities of MSA and BSA were not investigated due to their poor solubility in CHCl3. Stoichiometry for α4P1 was determined using Job's plots (Figure S52). BS was found to interact with α4P1 in a 1:2 (host:guest) ratio and MP and PPi in a 1:1 ratio (Figure S54). The binding constants were calculated using ReactLab software21 and the corresponding binding parameters are presented in Table 1. UV/Vis titration plots with MP show a well‐fitted pattern [sum of squares (ssq)=0.11 and virtual displacement (δ r)=2.54×10−3] correlating to the 1:1 binding mode. Presumably, α4P1 cannot accommodate two MP units, thus leading to only one entity binding in the system. Complexation with BS displayed a best fitting pattern fixed into the 1:2 binding mode (ssq=0.11 and δ r=2.33×10−3). Interestingly, PPi showed a relatively poor fit (ssq=3.05 and δ r=0.0132) when fixed into the 1:1 binding mode with α4P1. It can be postulated that PPi can act as a bidentate‐type substrate in complex formation with α4P1. Thereby, complexation with PPi had to be treated as a 1:2 binding mode during calculations despite the 1:1 ratiometric binding suggested by the Job's plot (Figure S54). After the new fitting (K 1=0 and 1:2 binding mode), the K 2 value was calculated with a sixfold lower ssq value (0.51) and improved δ r value (5.4×10−3), leading to a much better fit (Table 1). In terms of association constants, the previously performed displacement studies K MP < K BS < K PPi corresponded well with calculated values [(1.04±0.014)×105 < (3.44±0.389)×106 < (2.26±0.021)×109, respectively]. Not only does this show a very high affinity towards pyrophosphate in contrast to other tetrapyrrole systems,16b, 16f, 16g, 16k retaining all the porphyrin functionality as a chromophore (aromaticity of the macrocycle), but also a remarkably high selectivity and tolerance in the presence of the most common interfering anions (Figure S55).

Table 1.

Binding constants and binding data of α4P1 porphyrin with different anionic analytes (MP, BS, PPi) determined in CHCl3.

Anion[a]

Binding

mode[b]

K 1 [c]

K 2 [c]

δr [d]

(×10−3)

ssq[e]

MP

1:1

(1.04±0.014)×105

2.54

0.11

BS

1:2

(3.44±0.389)×106

(5.25±0.011)×105

2.33

0.11

PPi

1:2

(2.26±0.021)×109

5.40

0.51

PPi

1:1

(4.45±0.071)×104

13.2

3.05

[a] Analyte. [b] Guest‐to‐host interaction. [c] Calculated association constants with estimated uncertainties. [d] Virtual displacement. [e] Sum of squares.

To further investigate the N−H⋅⋅⋅X‐type interactions in α4P1 complex systems, we carried out 1H NMR studies in CD3CN. It should be noted that aggregation and precipitation in a concentrated solution of CHCl3 prevented any further 1H NMR analysis in CDCl3. Moreover, the low sensitivity of α4P1 as a receptor for analytes in CH3CN was detected;22 thus, excess amounts of substrates were used in the following studies. 1H NMR spectra in CD3CN were recorded with isomerically pure α41 in the presence of TFA. In contrast to the α4P1 spectra, the addition of MSA, BSA, and BS resulted in new resonances in the aromatic and aliphatic regions (Figure S56). Complex formation of α4P1BS, α4P1MSA, and α4P1BSA was suggested by the emergence of two sharp inner core proton signals. Presumably, substrate interactions with the inner core system restrict rapid dynamic exchange by blocking the macrocyclic cavity, resulting in the emergence of two differently shifted proton signals. The ability of the substrates to accept hydrogen bonds from the donor cavity determines the blocking properties by affecting the exchange rates (Figure 3).

Figure 3.

Figure 3

Top: Schematic representation of the “blocked” and “open” cavities observed in the crystal structure and 1H NMR spectra of α4P1BS, α4P1MSA, α4P1BSA inner core systems in CD3CN. Bottom: visual representation of α4P1 interacting with different analytes in CH3CN.

As mentioned above, the isolation of all individual atropisomers was not yet accomplished for the free‐base porphyrin 1 form. However, the introduction of NiII to the macrocycle system eliminated any possible inner N−H tautomerism,23 leading to an increase in structural symmetry.18 This was achieved by stirring the atropisomeric mixture 1 in boiling toluene (120 °C) and in the presence of 5 equiv. of nickel(II) acetylacetonate for 4 hours, yielding the nickel(II) porphyrin 2 in 93 % yield as a mixture of atropisomers. Thin‐layer chromatography (SiO2) showed excellent separation in DCM and, subsequently, allowed isolation of the individual atropisomers. The relative amounts of individual components (α,β,α,β2 13 %, α2,β22 23 %, α3,β2 49 %, and α42 15 %) correlated well with previously reported planar free‐base analogues (four atropisomers obtained in 1:2:4:1 statistical abundance ratio) with great stability towards isomerization.19, 24 All of the isolated atropisomers were recrystallized using liquid–liquid diffusion (CHCl3/MeOH) and confirmed via X‐ray crystallography (Figures S42 and S44).25 To our knowledge, this is the first example of porphyrin atropisomerism where all four isomers have been structurally characterized.

To investigate N−H⋅⋅⋅X‐type interactions within the different atropisomers of 2, 1H NMR studies were carried out in CD3CN with the addition of MSA (as a demetalating and complexing agent) (Figure S57). The distribution of the inner N−H signals of the individual atropisomers was very different (Figure 4). α,β,α,βP1MSA (Figure 4 a) showed only one N−H signal due to the symmetrical binding motif on both sides of the plane. In the case of the α2,β2P1MSA configuration (Figure 4 b), there are potentially three substrates which interact with the N−H groups: two identically, and one on the other side of the plane leaving one N−H proton “inactive”. In α,β3P1MSA (Figure 4 c), four different proton signals were observed due to the highly unsymmetrical system. As previously described, α4P1MSA (Figure 4 d) complexation is followed on one side of the plane making the “blocked” and “open” cavities, resulting in two differently shifted proton signals. Overall, 1H NMR spectroscopy was successfully exploited as an instrument for the detection of porphyrin–analyte complexes and could be employed as a tool for the determination of the corresponding conformations.

Figure 4.

Figure 4

Crystal structures of atropisomers of 2 and 1H NMR spectra (inner core region) of α,β,α,βP1MSA (a), α2,β2P1MSA (b), α3,βP1MSA (c), and α4P1MSA (d) recorded in CD3CN along with illustrations of the proposed intramolecular interactions of MSA with different P1 atropisomers.

In this study, we have detailed our insights into the acid‐activated nonplanar porphyrin α4P1 N−H⋅⋅⋅X‐type binding motifs observed in solution. High selectivity towards substrates containing phosphonic or sulfonic moieties was spectrophotometrically detected. This was accompanied by a distinct color transition unlocking the potential of superstructured free‐base porphyrins for colorimetric anion recognition. The highest affinity identified for pyrophosphate is rationalized in terms of its ability to form a stronger supramolecular complex with α4P1 compared to other anions tested. Presumably, this reflects the combined benefit of several favorable interactions, including electrostatic and hydrogen bonding. 1H NMR analyses of various complexes revealed highly different inner core proton signals, suggesting a combination of “blocked” and “open” cavities due to the binding event. The proper tuning of various weak interactions combined with a “turned‐on” approach, as delivered by the system's protonation, may provide a general strategy for the development of metal‐free porphyrin‐based probes for a wide range of analytes and hints at a potential path towards artificial porphyrin‐based enzyme‐like catalysts.

Conflict of interest

The authors declare no conflict of interest.

Supporting information

As a service to our authors and readers, this journal provides supporting information supplied by the authors. Such materials are peer reviewed and may be re‐organized for online delivery, but are not copy‐edited or typeset. Technical support issues arising from supporting information (other than missing files) should be addressed to the authors.

Supplementary

Acknowledgements

This work was supported by grants from Irish Research Council (GOIPG 2017/1172), Science Foundation Ireland (SFI, IvP 13/IA/1894), an August‐Wilhelm Scheer visiting professorship at the Technische Universität München, and funding from the European Union's Horizon 2020 research and innovation programme under the FET‐OPEN grant agreement No. 828779.

K. Norvaiša, K. J. Flanagan, D. Gibbons, M. O. Senge, Angew. Chem. Int. Ed. 2019, 58, 16553.

Dedicated to Professor Atsuhiro Osuka on the occasion of his 65th birthday

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