Aromaticity from the viewpoint of molecular geometry: application to planar systems
TM Krygowski, H Szatylowicz, OA Stasyuk… - Chemical …, 2014 - ACS Publications
Following the history of organic chemistry, studies on relations between chemical (and later
physicochemical) properties and the structure of chemical species in question are the heart …
physicochemical) properties and the structure of chemical species in question are the heart …
Observation of d–p hybridized aromaticity in lanthanum-doped boron clusters
SB Cheng, C Berkdemir, AW Castleman - … Chemistry Chemical Physics, 2014 - pubs.rsc.org
The concept of aromaticity has been advanced beyond the framework of organic chemistry,
and multiple aromaticity (σ, π, and δ) has been observed to account for the highly symmetric …
and multiple aromaticity (σ, π, and δ) has been observed to account for the highly symmetric …
Interplay of thermochemistry and structural chemistry, the journal (volume 24, 2013, issues 1–2) and the discipline
M Ponikvar-Svet, DN Zeiger, LR Keating… - Structural Chemistry, 2013 - Springer
Interplay of thermochemistry and structural chemistry, the journal (volume 24, 2013, issues 1–2)
and the discipline | SpringerLink Skip to main content Advertisement SpringerLink Log in Menu …
and the discipline | SpringerLink Skip to main content Advertisement SpringerLink Log in Menu …
[HTML][HTML] The relationships between direct substituents, aromaticity and kinetic stability of pentazole ring
C Yang, X Li, N Zhou, B Chen, H Dong, J Jin, X Hu… - FirePhysChem, 2023 - Elsevier
The two directly substituted pentazoles, N 5 NH 2 and N 5 COOH, were designed to
theoretically study the relationships between substituents, aromaticity and kinetic stability …
theoretically study the relationships between substituents, aromaticity and kinetic stability …
On the non-additivity of the substituent effect in ortho-, meta-and para-homo-disubstituted benzenes
K Hęclik, B Dębska, JC Dobrowolski - RSC Advances, 2014 - pubs.rsc.org
The non-additivity of the substituent effect in para-, meta-and ortho-homo-disubstituted
benzenes was studied by means of the sEDA (I) and pEDA (I) substituent effect descriptors …
benzenes was studied by means of the sEDA (I) and pEDA (I) substituent effect descriptors …
The σ+ π dual aromaticity of typical bi‐tetrazole ring molecule TKX‐50
C Yang, H Dong, X Li, N Zhou, Y Liu, J Jin… - …, 2024 - Wiley Online Library
Abstract Two complexes of dihydroxylammonium 5, 5'‐bistetrazole‐1, 1'‐diolate (TKX‐50)
were employed to evaluate the aromaticity of their tetrazole rings via deep analysis such as …
were employed to evaluate the aromaticity of their tetrazole rings via deep analysis such as …
A new index for the estimation of the aromatic character–III
M D'Auria - Letters in Organic Chemistry, 2014 - ingentaconnect.com
The energies of [π orbitals of the aromatic compounds have been collected to give an index
of the aromatic character D where D={[π1Σ2n (π1-πn)]°/[π1Σ2n (π1-πn)]}× a and n is the …
of the aromatic character D where D={[π1Σ2n (π1-πn)]°/[π1Σ2n (π1-πn)]}× a and n is the …
On the nonadditivity of the substituent effect in homo‐disubstituted pyridines
K Hęclik, JC Dobrowolski - Journal of Physical Organic …, 2017 - Wiley Online Library
The substituent effect in mono‐and disubstituted pyridines was studied by means of the
sEDA and pEDA substituent effect descriptors expressing the substituent effect on the σ‐and …
sEDA and pEDA substituent effect descriptors expressing the substituent effect on the σ‐and …
The ab initio study of halogen and hydrogen σN-bonded para-substituted pyridine⋯(X2/XY/HX) complexes
Optimal geometries and interaction energies of eleven model para-substituted pyridine⋯ X
2/XY/HX (X 2= F 2, Cl 2, Br 2; XY= ClF, BrF, BrCl and HX= HF, HCl, HBr) complexes have …
2/XY/HX (X 2= F 2, Cl 2, Br 2; XY= ClF, BrF, BrCl and HX= HF, HCl, HBr) complexes have …
A new index for the estimation of the aromatic character-VIII
M D'Auria - Letters in Organic Chemistry, 2015 - ingentaconnect.com
A new aromaticity index is proposed based on the energy of π orbitals D={[π1+ Σn2 (π1-πn)]
0/[π1+ Σn2 (π1-πn)]} xa, where n are the number of occupied π orbitals and a is the number …
0/[π1+ Σn2 (π1-πn)]} xa, where n are the number of occupied π orbitals and a is the number …