Abstract. A set of theoretical atomic radii corresponding to the principal maximum in the radial distribution function, 4Àr2R2 for the outermost orbital has been calculated for the ground state of 103 elements of the periodic table using Slater orbitals. The set of theoretical radii are found to reproduce the periodic law and the Lother Meyer’s atomic volume curve and reproduce the expected vertical and horizontal trend of variation in atomic size in the periodic table. The d-block and f-block contractions are distinct in the calculated sizes. The computed sizes qualitatively correlate with the absolute size dependent properties like ionization potentials and electronegativity of elements. The radii are used to calculate a number of ...
The fraction of the total electron density within a sphere having the empirical van der Waals radius...
The problem of the nature of the interatomic farces in the elementary metals and in intermetallic co...
The simple relationship between size of an atom, the Pearson hardness, and electronic polarizability...
Atomic and cationic radii have been calculated for the first 96 elements, together with selected ani...
A quadratic Euler-Lagrange equation has been solved self-consistently for defining two types of radi...
A new scale of orbital radii is defined as the distance corresponding to the classical turning point...
A new scale of orbital radii is defined as the distance corresponding to the classical turning point...
A method is detailed enabling fits to calculated total electron densities using spheres of adjustabl...
We obtain an atomic size, rnZc , in the presence of an interaction (represented by an electron-hole ...
Atomic radii are not precisely defined but are nevertheless widely used parameters in modeling and u...
<p>The Periodic Atomic Crystal Table illustrates that the atom size is determined by single electron...
A method is detailed enabling fits to calculated total electron densities using spheres of adjustabl...
<div><p>The boundary contours were investigated for first 54 ground-state atoms of the periodic tabl...
Atomic radii of elements are experimentally obtained from crystallographic data. However, this is no...
The classical, in its nature, concept of atomic or ionic radii, although profitable in many fields, ...
The fraction of the total electron density within a sphere having the empirical van der Waals radius...
The problem of the nature of the interatomic farces in the elementary metals and in intermetallic co...
The simple relationship between size of an atom, the Pearson hardness, and electronic polarizability...
Atomic and cationic radii have been calculated for the first 96 elements, together with selected ani...
A quadratic Euler-Lagrange equation has been solved self-consistently for defining two types of radi...
A new scale of orbital radii is defined as the distance corresponding to the classical turning point...
A new scale of orbital radii is defined as the distance corresponding to the classical turning point...
A method is detailed enabling fits to calculated total electron densities using spheres of adjustabl...
We obtain an atomic size, rnZc , in the presence of an interaction (represented by an electron-hole ...
Atomic radii are not precisely defined but are nevertheless widely used parameters in modeling and u...
<p>The Periodic Atomic Crystal Table illustrates that the atom size is determined by single electron...
A method is detailed enabling fits to calculated total electron densities using spheres of adjustabl...
<div><p>The boundary contours were investigated for first 54 ground-state atoms of the periodic tabl...
Atomic radii of elements are experimentally obtained from crystallographic data. However, this is no...
The classical, in its nature, concept of atomic or ionic radii, although profitable in many fields, ...
The fraction of the total electron density within a sphere having the empirical van der Waals radius...
The problem of the nature of the interatomic farces in the elementary metals and in intermetallic co...
The simple relationship between size of an atom, the Pearson hardness, and electronic polarizability...