SCIENTIFIC ABSTRACT T.I. DEKANOSIDZE - A.P. DEKARTOV
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CIA-RDP86-00513R000309920017-0
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RIF
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S
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100
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November 2, 2016
Document Release Date:
June 12, 2000
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17
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Publication Date:
December 31, 1967
Content Type:
SCIENTIFIC ABSTRACT
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CIA-RDP86-00513R000309920017-0.pdf | 1.95 MB |
Body:
'-DJKANOSID9z,;~T.I.
Innervation of embryonic tissue. Soob.AN Gruz.SSR 24 no.5:07-61o
my ,6o. (MIRA 13:8)
1. Tbilieskiy gosiularstyennyy meditsinskiy institut. Predstavleno
akademikom V.K.Zhgenti.
(NIRYOUS SYST31M)
TATISHVILI, I.Ya.; DZHORBENAIrL.F:, A.V.; CHUBIFIDZE, A.I.; DEKANOSIDZE, T.I.;
SHANIME, V.S. -
Vladimir Kaplanovich Zbgenti; on his 70th birthday. Arkh pat.
no.3:93-94 162. iMMI 15:3)
(ZHGM,'TI, VLADIMIR KAPLANOVICH., 1891-)
SARADZHISHVILI, P.M.; DZHORMADZ4 A.V.; GOXIYELI, T.G.; DEKANOSIDZE, T.I.
Clinical aspect and pathosaorphology of acute poliamyelitis in
Georgia. Trudy Tbil. GIDW W5-108 962. (MIRA 16t2)
(WRUA-POLICKMITIS)
DEKANOSIDZE, T.I.
Interrelations of nerves and muscle tissues during their physio-
logica.l. growth in an organism that has completed its growth.
Trudy Inst.eksp. morf. AN Gruz. SSR 11:39-45 63.
UMIRA 17-11)
1. Kafedra patologicheskoy anatomil. Tbilisskogo goeudarstvennogo
meditsinakogo instituta.
DEKANCLSIME., T.I.
Structura.1-slaments.cLf-the-troph.le-funation of the nervous
system.in, c"pausatorywadaptive processes; neurotissular
relations in-the myocardium in cardiac bypertrophy. Arkh.
pat. 27 no.%5-11, 165. (M-k 18il2)
1. K-afedra, patologicheskoy anatomij (zav.- prof. VA. Zhgent,I)
Tbillookogo moditain8kogo inatituta. SubrAtted Jamiary 13, 1964.
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69151
250~ 4000 B/1-19/59/000/06,(007/031+
190372/1114
AUTHORSt Gordadze, G.S., Dekanosidzaq_.X,0,,$ Makh-tradze, D.,
Dididze, Ts.
TITLE: On the Limits of Accuracy of the Molecular Orbital given
by James
PERIODICALs Izvestiya vysshikh uchebrtykh zavedeniyj Fizika,
1959, Nr 6, pp 1+2-)+7 (USSR)
ABSTRACT: The aim of thV present work was to study the ground state
of the ion H2 using the James function (Ref 6) and to
compare the potential curve, obtained w...th the aid of this
function with the accurate potential curve for this
system in the lsag (Ref 2). Such & comparison enables
an estimate to be made of the accuracy of the molecular
orbital (MO) obtained by James. +James's MO for the
ground lsag s.tate of the ion H2 is determined by the
function given by Eq (1), mhere 6 ELnd a are the
variation parameters and 1. and p +ai. -e the elliptical
Card coordinates of the electron. in the H2 ion with the
nuclei at a fixed distance R from each other. The
elliptical coordinates are defined by I.Pq (2) in which L-r
69151
S/139/59/000/06/007/034
103 2/Hlll+
On the Linits of Accuracy of the Molecular Orbital given by James
ra and rb are the distances between the electrons and
the nuclei a and b of the H+ ion. Using the
2
usual variational method, James found that the binding
energy of the ion is D(H+) = 2.772 ev. The spectros-
2
copic energy, (Ref 7) is 2.791 ev. This satisfactory
agreement was obtained with 6 = 1.352 a = 0.4475, and
R = 1.06 1. Since the binding energy gives such a good
agreement with experiment, the problem arises,as,to
whether it is possible to obtain the entire potential
curve of the above ion with the aid of the James function
(Eq 1). To carry out this programme the energy of the
ion is taken to be in the form of Eq (8) in which the
various parameters Involved are definedby Eqs (9)-(16).
In order to calculate the parameters 6 and m
corresponding to tho mininum of the energy given by
Eq (8), the system of nonlinear algebraic equations, given
by Eq (17) must be solved with the aid of Eq (8), and
Card the auxiliary functions.given by Hqs (g)-(16). The
2A solution of Eq (17) gives a system of equations of the
form of Eq (18) and the substitution of these into Eq (8)jj/
691,51
B/139/59/000/06/007/034
1032/Jtlll+
On the Limits of Accuracy of the Molecular Orbital given by Jamess
gives~the potential curve of the ion in the lso state,
i.6. 3 = R(R). ftmerical analysis of the problem fox,
R = 1.06 1 = 2.003 au showed that cL 0.4475 and
8 = 1.253, which satisfies. Eq (17) to 1 part in 1000.
The results of the numerical analysis are summarized in
the Table on p 45, J,'.n which the first column gives the
value of the distance in au, the fourth column gives the
value of -H according to the present paper (in au), and
the fifth column gives the value of -V given in Ref 2
by Bates., Ledsham and atewart . The last column gives
the percentage deviation of the results obtained in the
present work. As can be seen, the molecular orbital
given by James may be used.in the approximate analysis
of molecular problems onlyin the internuclear distance
range 1-7-