Chemistry Reference
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2.5 CONCLUSION
Based on spatial energy notions it is shown that:
(1) Molecular EN of the majority of elements numerically equals the P-parameter
of the first valence electron (divided by three).
(2) Ɋ-parameters of the first valence electron of atoms define the energy charac-
teristics of stationary states (in normal state) under the condition of the maxi-
mum of wave processes.
(3) Under the condition of the minimum of such interactions, the pathological
(but not stationary) bio-structures containing the molecular hydrogen can be
formed.
KEYWORDS
•
Biosystems
•
Electronegativity
•
Lagrangian equation
•
Spatial energy parameter
•
Stationary and pathological states
REFERENCES
1. Rubin, A. B.
Biophysics.
Book 1. Theoretical Biophysics. Vysshaya shkola, Moscow p. 319
(1987).
2. Aring, G., Walter, D., and Kimbal, D.
Quantum Chemistry
. Inostrannaya Literatura, Moscow, p.
528 (1948).
3. Korablev, G. A.
Spatial energy Principles of Complex Structures Formation
. Brill Academic
Publishers and VSP, Netherlands, p. 426 (Monograph) (2005).
4. Fischer, C. F. Average-energy of Configuration Hartree-Fock Results for the Atoms Helium to
Radon.
Atomic Data
,
4
, 301-399 (1972).
5. Allen, K. U.
Astrophysical magnitudes
. Ɇ. Ɇir, p. 446 (1977).
6. Waber, J. T. and Cromer, D. T. Orbital Radii of Atoms and Ions.
J. Chem. Phys
.,
42
(12), 4116-
4123 (1965).
7. Clementi, E. and Raimondi, D. L. Atomic Screening constants from S. C. F. Functions, 1.
J.
Chem. Phys
.,
38
(11), 2686-2689 (1963).
8. Clementi, E. and Raimondi, D. L. Atomic Screening constants from S. C. F. Functions, 1.
J.
Chem. Phys
.,
47
(14), 1300-1307 (1967).
9. Korablev, G. A. and Zaikov, G. E. Energy of chemical bond and spatial energy principles of hy-
bridization of atom orbitals.
J. of Applied Polymer Science
,
101
(3), 2101-2107 (August 5, 2006)
10. Clementi, E. Tables of atomic functions.
J. B. M. S. Res. Develop/Suppl
.,
9
(2), 76 (1965).
11. Batsanov, S. S. and Zvyagina, R. A.
Overlap integrals and problem of effective charges
. Nauka,
Novosibirsk, p. 386 (1966).
12. Batsanov, S. S.
Structural refractometry
. Vysshaya shkola, Moscow, p. 304 (1976).
13. Korablev, G. A.
Exchange spatial energy interactions
. Publishing house of Udmurt State Univer-
sity, p. 530 (Monograph) (2010).
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