| Literature DB >> 27555330 |
Xinchang Wang1, Yu Wang1,2, Huayan Yang1,2, Hongxun Fang1, Ruixue Chen1,2, Yibin Sun1,2, Nanfeng Zheng1,2, Kai Tan1, Xin Lu1,2, Zhongqun Tian1,2, Xiaoyu Cao1,2.
Abstract
In nature, protein subunits on the capsids of many icosahedral viruses form rotational patterns, and mathematicians also incorporate asymmetric patterns into faces of polyhedra. Chemists have constructed molecular polyhedra with vacant or highly symmetric faces, but very little is known about constructing polyhedra with asymmetric faces. Here we report a strategy to embellish a C3h truxene unit with rotational patterns into the faces of an octahedron, forming chiral octahedra that exhibit the largest molar ellipticity ever reported, to the best of our knowledge. The directionalities of the facial rotations can be controlled by vertices to achieve identical rotational directionality on each face, resembling the homo-directionality of virus capsids. Investigations of the kinetics and mechanism reveal that non-covalent interaction among the faces is essential to the facial homo-directionality.Entities:
Year: 2016 PMID: 27555330 PMCID: PMC4999497 DOI: 10.1038/ncomms12469
Source DB: PubMed Journal: Nat Commun ISSN: 2041-1723 Impact factor: 14.919
Figure 13D chiral polyhedra originated from 2D chiral facial units.
(a) Synergetic interactions between the rotating triangular faces in a polyhedron proposed by Buckminster Fuller. (b) All subunits of icosahedral cricket paralysis virus have identical rotational directionality. (c) Truxene building block shown as a ball-and-stick model (red and blue, carbon; white, hydrogen; yellow, oxygen; green, butyl group); its rotation patterns are considered to be either clockwise (C) or anticlockwise (A) when viewed vertical to the aromatic plane. By reacting with ethylene diamine to form an octahedron, the truxene fragment loses its mirror symmetry and becomes a rotational face.
Figure 2Molecular structure and characterisation of octahedra 1.
(a) Molecular structure of the octahedron (CCCC)-1. (b) Single-crystal structure of the co-crystal of (CCCC)-1 and (AAAA)-1 (hydrogen atoms and butyl groups are omitted for clarity). (c) Chiral HPLC spectrum contains two peaks corresponding to (AAAA)-1 and (CCCC)-1 in a 1:1 ratio. The absorbance for all octahedra was recorded at 325 nm. (d) Experimental and (ZINDO/S)-predicted (the insert) CD spectra of (AAAA)-1 (red), (CCCC)-1 (blue), and the unseparated racemic mixture (black) in hexane.
Figure 31H NMR and NOE spectra of octahedron 1.
1H NMR spectrum was measured in dichloromethane and fully rationalised by matching the crystal structure and 2D NMR spectra. The inserted NOE spectrum exhibits the crosspeaks of Hd–Hb and Hd–He1, suggesting Hd is spatially close to Hb and He1 in solution, as presented in the molecular structure (only one butyl chain is shown for clarity).
Figure 4Characterisation of octahedra 2.
(a) Chiral HPLC spectra of the kinetic products of 2 synthesised at 25 °C (top) revealing three diastereomers (i.e., (AAAA)-2, (CAAA)-2 and (CCAA)-2) that changed into the thermodynamic product (AAAA)-2 when heated at 110 °C for 48 h (bottom). (b) Experimental and (ZINDO/S)-predicted (the insert) CD spectra of (AAAA)-2 (red), (CAAA)-2 (blue) and (CCAA)-2 (green) in hexane. (c,d) Single-crystal structures of the thermodynamic (AAAA)-2 (c) and kinetically stable (CAAA)-2 (d) (hydrogen atoms and butyl groups are omitted for clarity).
Figure 5Time-dependent characterisation of the synthesis of octahedron 2.
(a) Selected HPLC spectra at certain time intervals. The components of the intermediates were determined by mass spectrometry. (b) Kinetic profile of the synthesis of octahedron 2 (1.6 mM at 298 K, absorption monitored at 325 nm), showing the consumption of truxene and the formation of three octahedral diastereomers. The formation and disappearance of the intermediates with the [1+1], [1+2], [3+3], [3+4] and [4+5] components can also be tracked. The percentages were evaluated from the HPLC peak areas. (c) Time-dependent CD intensities at 340 nm normalised by the intensity at 24 h.
Energies of octahedra 1 and 2 calculated with COMPASS II force field.
| Structure | Valence energy | Valence energy | Non-bond energy | Total energy | ||
|---|---|---|---|---|---|---|
| ( | 726.711 | −97.164 | 38.566 | 35.473 | ||
| ( | 731.605 | −98.323 | 47.061 | 34.233 | ||
| ( | 732.137 | −99.082 | 58.627 | 33.690 | ||
| ( | 731.607 | −98.324 | 47.060 | 34.234 | ||
| ( | 726.717 | −97.163 | 38.558 | 35.471 | ||
| ( | 645.467 | −122.125 | 81.931 | 32.451 | ||
| ( | 650.196 | −124.709 | 74.355 | 34.749 | ||
| ( | 650.221 | −121.005 | 63.485 | 34.516 | ||
| ( | 649.340 | −121.103 | 57.521 | 38.143 | ||
| ( | 641.876 | −118.330 | 44.825 | 36.235 | ||
| ( | 641.875 | −118.331 | 44.826 | 36.235 | ||
| ( | 647.413 | −119.395 | 53.218 | 35.851 | ||
| ( | 650.219 | −121.006 | 63.489 | 34.517 | ||
| ( | 650.197 | −124.708 | 74.353 | 34.748 | ||
| ( | 645.478 | −122.127 | 81.923 | 32.449 | ||
*Structures were constructed on the basis of the crystal structures and adjusted to follow the symmetries of T (CCCC and AAAA), C (CCCA and CAAA) and C (CCAA). The constructed structures were calculated with the COMPASS II force field.
†Valence energy (diag. terms) contains the contributions of bond, angle, torsion, and inversion.
‡Valence energy (cross terms) contains the contributions of stretch-stretch, stretch-bend-stretch, stretch-torsion-stretch, separated-stretch-stretch, torsion-stretch, bend-bend, torsion-bend-bend and bend-torsion-bend.
§Non-bond energy contains the contributions of van der Waals and electrostatic interactions.
||All of the energies are reported in kcal mol−1. The differences among total energies of each isomers are mostly rooted in the differences in van der Waals interaction, as highlighted in two bold entries.