Electron density shape analysis of a family of through-space and through-bond interactions.

A family of styrene derivatives has been used to study the effects of through-space and through-bond interactions on the local and global shapes of electron densities of complete molecules and a set of substituents on their central rings. Shape analysis methods which have been used extensively in the past for the study of molecular property-molecular shape correlations have shown that in these molecules a complementary role is played by the through-space and through-bond interactions. For each specific example, the dominance of either one of the two interactions can be identified and interpreted in terms of local shapes and the typical reactivities of the various substituents. Three levels of quantum chemical computational methods have been applied for these structures, including the B3LYP/cc-pVTZ level of density functional methodology, and the essential conclusions are the same for all three levels. The general approach is suggested as a tool for the identification of specific interaction types which are able to modify molecular electron densities. By separately influencing the through-space and through-bond components using polar groups and groups capable of conjugation, some fine-tuning of the overall effects becomes possible. The method described may contribute to an improved understanding and control of molecular properties involving complex interactions with a possible role in the emerging field of molecular design.

Atoms and bonds in molecules from radial densities.

Radial densities are explored as an alternative method for partitioning the molecular density into atomic regions and bonding regions. The radial densities for atoms in molecules are similar to those of an isolated atom. The method may also provide an alternative to Bragg-Slater radii.

Comparisons of computational and experimental thermochemical properties of α-amino acids.

This study provides comprehensive benchmark calculations for the thermochemical properties of the common α-amino acids. Calculated properties include the proton affinity, gas-phase basicity, protonation entropy, ΔH°(acid), ΔG°(acid), and enthalpies of formation for the protonated and deprotonated α-amino acids. In order to determine the performance at various levels of theory, including density functional methods and composite methods, the calculated thermochemical properties are compared to experimental results. For all the common α-amino acids investigated, the thermochemical properties computed with the Gaussian-n theories were found to be quite consistent with each other in terms of mean absolute deviation from experiment. While all Gaussian-n theory values can serve as benchmarks, we focus on the G3MP2 values as it is the least resource-intensive of the Gaussian-n theories considered.

On the Balance of Simplification and Reality in Molecular Modeling of the Electron Density.

Fused-sphere (van der Waals) surfaces and their variants such as solvent accessible surfaces and molecular surfaces are simple molecular models that are commonly used for many diverse purposes across a broad range of scientific disciplines due to their low computational resource demands. Fused-sphere models require atomic radii to be defined. Many different atomic radii have been proposed, with each set of radii being applicable to a relatively limited scope of molecular types or situations. The large number of differing radii sets actually serves to emphasize the simplicity of the model and its inability to accurately represent the reality of the molecule: its electron density. By measuring the similarity of fused-sphere, fuzzy fused-sphere, and calculated electron density representations of a set of small molecules via symmetric volume differences and the shape group method, it can be seen that fused-sphere models are very poor at representing the real electronic charge distribution of small molecules, especially where π bond systems, lone pair electrons, and aromatic rings are involved. Larger molecules, conceivably, will be even more poorly represented. With advances in computational power and modeling techniques to arrive at high-quality calculated electron density representations for large molecules already in existence, abandoning the use of fused-sphere models should be considered for many applications.

A theoretical study of nitrogen-rich phosphorus nitrides P(Nn)m.

Ab initio calculations predict that structures P(Nn)m (n = 3, 4; m = 1-4; with linear N3, tetrahedral N4, and square N4) correspond to local energy minima characterized by having real frequencies for all eigenvectors of the Hessian matrix. The central P atom often prefers having an odd number of bonds, although we also found some stable structures where P is evenly bonded. The special role of the phosphorus atom in the geometrical arrangements of the P(Nn)m systems was investigated. The low barriers of P(N4)m in the gas-phase decomposition reactions mean that these nitrogen-rich systems require external stabilization if they are to be used as high-energy density materials or starting materials for further syntheses.

Stability and properties of polyhelicenes and annelated fused-ring carbon helices: models toward helical graphites.

The geometrical structures and properties of conjugated polyhelicenes and annelated fused-ring carbon helices with analogous frameworks were theoretically studied at the HF/6-31G and B3LYP/6-31G levels. These studies focused on the stability of the fused-ring structures with special emphasis on the helical geometrical arrangements. To elucidate bonding patterns, the orbitals, electron density contours, and the electrostatic potential of these helical compounds were analyzed. The structure of fused polynaphthalenes arranged in a helical spiral can be regarded as part of a locally helical graphite lattice that is expected to give rise to special electronic properties along the helically layered conjugated single sheet that can be regarded as a single extended pi system but also involving local layer-to-layer pi-pi interactions that are typical in ordinary graphite. This dual feature might lead to novel materials.