SCIENTIFIC ABSTRACT AMIRADZHIBI, R.K. - AMIRKHANOV, A.K.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000101230002-2
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: March 20, 2001
• Sequence Number: 2
• Publication Date: December 31, 1967
• Content Type: SCIENCEAB

SOV/ IZ4-58-6-869L
Translation from: Referativnyy zhurnal, Mckhanika, 1958, Nr 6, p 50 (USSR)
AUTHOR: Arniradzhild, RX
TITLE- On the "Momentum Coefficient" in the hvi*luence Zone of a
Localized Hydraulic Resistance (0 1,koeffitsiyente holichestva
dvizlicni-fall v zone vIiyaniya mestnogo gidravlicheskogo sopro-
tivleniya)
PERIODICAL: Tr. In-ta energ. AN GruzSSR, 1957. Vol 11, pp 137-140
ABSTRACT: Allowing for the nonuniformity of the velocity distribution in
the effective cross section of a flow shows that the localized
loss caused by an abrupt divergence equals approximately half
the value obtained with the Borda forinuti.. The author con-
ducted measurements of ao in a pipe si!ction having a cross-
sectional area w (d= 100 mm) downstream of the partition and
an orifice area f; this niade it possible to plot the curve of the
variation cof cLo along the length of the -a~.pe. The experiments
revealed that immediately downstreant 3.:~ the partition, when
f/W= 0.1. CLO = Z4.5, and, when f / W = 0. 2, Qo= 12. At a
distance (5 - 6)d from the partition a0 d-rops back to its
Card 1/2 initial value. The experiments confir:.-ned the validity of the

c;0V/ 124-58-8-8692
On the "Momenturn Coefficient" in the Influence Zone (cmt.)
author's the-oretical formula a. = w /f (Z (wherein c is the contraction
coefficient). '~.
A-M. Latyshenkov
Card 2i'Z

AMI:RADZHIBI, R.K.-
Measuring the drop in pressure during unsattled flow of a liquid.
Soob. AN Grus. SSR 19 no.6:661-668 D 157.- (MIRA 11:6)
l.Institut energetiki im. A.I. Didebulidto Ali GruzSSR, Tbilisi.
P~redstiNvleno akademikom K.S. Zavriyevrm.
(Hydrodynamics)

INS07HIBI, R.K.
W net of the ditstril)ution of velocities thrw1q,.-hout the cross section
of the pipeline (in the strength of the water hamuer. Smob*AN Oruz.
SSR 20 no. 4:399-404 Ap 158. (H Du l l: 7)
1. Institut snerj:stiki im. A. Did*bulidso AN (;.rmzSSR. Tbilisi.
PredstavInno ak-ad.amikom X.S. Zeyriyevym.
(wotsr hammer)

AMIRAGOV.- E,Mo;, VAYWHTEMp B.Z.
Diaphragm d:rives for the apparatus of the series VL8 electric
locomotive, Elek. i tepl. tiaga 7 no.90-10 313 t63.
(MIRA 16:10)
1. Glavnyy *konfitruktor Tbilisskogo alektrtvozostroitelinogo zavoda
im. V.I.Lerdna (for Amiragov). 2. Rukovcditglt laboratorii
N'auchno-iss.ledovatellskogo elektrotekhnicheske.,go instituta Sovets.
narodnogo khozraystva Gruzinskoy SSR (for Vaynshteyn).

AMIRAGOV, K.A.
Mathematical methods and electronic computeirs used in the planning
of petroleum refining. Za tekh.prog. 3 rii..10:45-48 0 163,
(WRA 16:12)
1. Vychislitalln" tsentr AN Aserbaydshanskey 39R.

~CC NR,
AT6027267 SOURCE CODE: UR/2877/65/000/00310110/0124
AUTHOR: Amiragov, K. A.
ORG: none
TlTLE: A problem in linear programming with variable technological coefficients
SOURCE: AN AzerbSSR. Vycliis3.itel'nyy tsentr. Trudy, v. 3. Baku, 1965, 110-124
TOPIC TAGS: linear prograruning, optimization, mathematic analysis
ABSTIIACT: This article examines a problem (problem A) in linear programming where the;
coefticients of the technological matrix may be continuously varied within definite
i limits7. The problem may be stated as follows: it is required to determine a plan X-
(xlP x2s ... Xi xn) maximizing (minimizing) the optimality function L- clxl +
c2X2 + ... + C~xj + + (:nxn under the conditions xlAl 4- x2A2 + + xjAj + +
xnAn B .... X
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