SCIENTIFIC ABSTRACT LURYE, M.I. - LURYE, M.Z.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001030920003-3
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: March 13, 2001
• Sequence Number: 3
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

LURIYE, M. I., kand. tekhn. nauk; SYTIN, K. Yu.
Determining characteristics of a hydraulic torque converter
under starting conditions during the test of automobiles on a
stand. Avt. prom. 28 no.9:12-16 S 162. (MIRA 15:10)
1. Gosudarstvennyy soyuznyy ordena Trudovogo Krasnogo Znameni
nauchno-issledovatellskiy avtomobilInyy i avtomotornyy institut.
(Automobiles-Transmission devices)

TARANENKO, F.I.; LURIYE, M.I.t kand.teknn.nauk-, SERGEYEV, N.M.; YURGHE;VSKIY, A.A.
Program control-led stand for investigating unsteady notion
conditions of motor vehicles. Avt.pro.m. 31 no.10:26-30 0 165.
(MIRA 18.:Lo)
1. Moskovskiy avtomobillno-dorozhnyy institut i TSentrallnyv
nauchno-issledovatellskiy ordena Trudovogo Krasnogo Znameni
avtomobilln-yy i avtomotoruyy institut.

LURIYE, M.I.:.ALESIIIN, V.V.
.......
Selecting optim- angles for the alignment cf rear wheels of
the "Zapor3zhetall automobilep by testing on P stand with
running drumB. Avt. prom. 30 no.3133-34 W 164.
(MIRA 17:6)
1. Gosudarstvennyy soyuznyy ordena Trudovogo Krasnogo
Znameni nauchno-issledovatallskiy avtomobilinyy i avtomotornyy
institut.

L 59635.65- :'EKT(d) IJP(6)
ACCESSION XR:.: ATS002494 5/0000/64/000/000/0059/0066
AUTHOR: xfflyel M. 1.
TITLE- The mefSod of functional-operator trnneforme for electronic modelling of the
wn-s;iti~narY'boundary, value problems of mathematical physics
STURCEt 4Wo
govyyametody-1 aredstva reshanlys krayevyM zadach (Analog meftda
P-ad-, ifteMs. of solving boundary value' problems); trqdy Vseaoyuznogo soveshchatily-a.
Moskva, 1902 g. Kiev, Naukova dumka. 59-68
TOPIC TAGS.- electromc-del. difierential equatioa, harmonic function. transfer function.
circult desipj 4adary valuo problem, analog computer
ABStkkdT*-. 'M6,~Piper Is devoted 4w a theoretical analysis of the synthesis of aralog
schemes for the solution of non-statloaary boundary value problems La mathematical
physics. The following theorem to first proven- It to possible to realize any rational-
fractional transfer function Rn(p) of the operator p by means of a circuit with regulated
resistors. constant-value capacitors, sind two ampliffers The paper then applies tWa
theorem. to the problem of constructing an electronic model for the solution of the
equation eu + au
bL )k-W)
1/2
ER M.

-MM
-AC :AT5002494-
ru (X. 0)
with the friltW and boundary condjUo n8 0) (2)
where the solutIon In desired at the
P01YIES KV f = 1. N. a A (3)
It is shwm that: For each solution of equation (1). satisfying the Initial conditions (2),
for each triplet of values Y,- 1- Kt. X1. 1. we have the relation3hip
(p) u (xj. t) + (p) u (x,. t) + (p) u (x,+,. 0 (4)
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10 t