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1
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0000126612
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Analytical description of some geometric objects
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9
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85025185491
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Algorithm of recognition of geometric objects
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Izv AS USSR Techncybernetics
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Sirodzha, I.B.1
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10
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85025203272
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Identification of dynamic objects with the use of the r-functions
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Sirodzha IB, Salyga VI (1972), Identification of dynamic objects with the use of the R-fUnctions, IzvASKazSSR Ser Phys-Math, n 3, pp 51-55.
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Izvaskazssr Ser Phys-Math
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Sirodzha, I.B.1
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12
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85025213577
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R-functions method and projection method in non-stationary boundary problems for complex-shape heat-radiating bodies
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Slesarenko AP, Safonov NA (1992), R-functions method and projection method in non-stationary boundary problems for complex-shape heat-radiating bodies, Dokl AN UkrSSR, Ser A, n 2, pp 60-65.
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-
Slesarenko, A.P.1
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13
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-
85025213604
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R-functions method in non-linear heat transfer problems at an exponential cooling law
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Slesarenko AP and Safonov NA (1990), R-functions method in non-linear heat transfer problems at an exponential cooling law, Dokl AN UkrSSR, Ser A, n 1, pp 61-64.
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Slesarenko, A.P.1
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14
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-
85025239560
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Method of r-functions and weighted discrepancies in problems of radiation heat transfer
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Slesarenko AP and Safonov NA (1988), Method of R-functions and weighted discrepancies in problems of radiation heat transfer, Dokl AN UkrSSR, Ser A, n 8, pp 55-58.
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Dokl AN Ukrssr, Ser A
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-
Slesarenko, A.P.1
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15
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-
85025214442
-
Structural method in non-linear problems with internal energy sourses
-
Slesarenko AP and Safonov NA (1988), Structural method in non-linear problems with internal energy sourses, Dokl AN UkrSSR, Ser A, n 3, pp 66-68.
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Dokl AN Ukrssr, Ser A
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Slesarenko, A.P.1
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21
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0342608552
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Approximation of functions becoming zero on the domain boundary together with partial derivatives, functions of special type
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Siberian Math J
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Kharrik, I.1
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22
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85025188639
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Zur vollstandigkeit von strukturansatzen bei der lo-sung partieller differentialgleichungen- ein beitrag zur methode der r-funktionen
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Wegert E (1982), Zur vollstandigkeit von strukturansatzen bei der lo-sung partieller differentialgleichungen- ein beitrag zur methode der r-funktionen, Wiss Z Tech Hochsch Karl-Markx-Stadt, 24 n 3, pp 359-365.
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Wegert, E.1
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23
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85025226537
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Structural construction of complete sequences of coordinate functions in the variational method of solving boundary problems
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Preprint, Kharkov
-
Kolodyazhny VM and Rvachev VL (1975), Structural construction of complete sequences of coordinate functions in the variational method of solving boundary problems. Preprint AS UkrSSR Inst Problem in Machinery, n 10, Kharkov, 75 pp.
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AS Ukrssr Inst Problem in Machinery
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Kolodyazhny, V.M.1
Rvachev, V.L.2
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24
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-
85025238510
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Completeness of coordinate sequences for the neumann problem constructed by the functions method
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Rvachev VL and Strel’chenko AJ (1969), Completeness of coordinate sequences for the neumann problem constructed by the functions method, Dokl AS UkrSSR, SerA, n 11, p 222-225.
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Dokl AS Ukrssr, Sera
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Rvachev, V.L.1
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25
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85025199466
-
Energy completeness of systems of coordinate functions constructed by the functions method
-
Klimenko VG and Rvachev VL (1969), Energy completeness of systems of coordinate functions constructed by the functions method, Diff equal 5, n9, pp 1724-1726.
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Diff Equal
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Klimenko, V.G.1
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26
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84932358258
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Problem of constructing coordinate sequences
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Diff Equal
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27
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84933090243
-
Construction of coordinate families connected naturally with the problem
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Rvachev VL and Yuschenko EL (1965), Construction of coordinate families connected naturally with the problem, Dokl AS UkrSSR, n 2, pp 163-167.
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Dokl AS Ukrssr
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Rvachev, V.L.1
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29
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85025240045
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Digest of rl-lanquage for calculations of the fields by function method
-
Rvachev VL, Tonitsa VS, and Shevchenko AN (1979), Digest of RL-lanquage for calculations of the fields by function method, Dokl AN UkrSSR, SerA, n 2, pp 90-94.
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Dokl AN Ukrssr, Sera
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Rvachev, V.L.1
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30
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0004091725
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A Primer. Tech Report CPA88-3, Cornell Programmable Automation, Cornell Univ, Ithaca NY
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Shapiro V (1988), Theory of Functions and Applications: A Primer. Tech Report CPA88-3, Cornell Programmable Automation, Cornell Univ, Ithaca NY.
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Theory of Functions and Applications
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Shapiro, V.1
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35
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85025204865
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Functions method in problems of non-linear strain in plates
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Rvachev VL, Kurpa LV, Nasriddinov KF, and Shevchenko AN (1987), functions method in problems of non-linear strain in plates, Prikl Mekh, 23, n 9, pp73-78.
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Prikl Mekh
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36
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85025237744
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Stucture of soluaon in problems of the theory of plates with mixed boundary conditions, kiev
-
Rvachev VL, Kurpa LV, and Fedotova EA (1985), Stucture of soluaon in problems of the theory of plates with mixed boundary conditions, Kiev: Nauk Duska Math Methods and Phys Mech Fields, n 21, pp 57-62.
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Nauk Duska Math Methods and Phys Mech Fields
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Rvachev, V.L.1
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39
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33751264102
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On the solution of st-abonary non-linear heat transfer problems
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Rvachev VL, Slesarenko AP, and Safonov NA, On the solution of st-abonary non-linear heat transfer problems, Dokl AN UkrSSR, SerA 19 n 11, pp 1015-1021.
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40
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52649116373
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Functions method in problems of calculating fields for bodies whose physical characteristics have discontinuities of the first kind
-
Rvachev VL and Sheiko TI (1984), functions method in problems of calculating fields for bodies whose physical characteristics have discontinuities of the first kind, Appl Math Mech 48 n 5, pp 873-877.
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Appl Math Mech
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41
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85025197151
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Distribution of an electrical potential and velocity field in fuel element grids
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Moscow: ENIN, ITPM SO AN USSR
-
Sheiko TI (1985), Distribution of an electrical potential and velocity field in fuel element grids, MHD Processes in Power Plants. Moscow: ENIN, ITPM SO AN USSR, pp 75-83.
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MHD Processes in Power Plants
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Sheiko, T.I.1
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42
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85025190850
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Rvachev VL, Man’ko GP, and Sheiko TI (1985), Application of the R-functions theory to calculation of physical fields, Electronic modelling. Kiev: Nauk Dumka, 7 n 6, pp 3-9.
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Nauk Dumka
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Rvachev, V.L.1
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43
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77952292406
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Functions method in the problem of hartmann’s flow
-
Rvachev VL, Korsunsky AL, and Sheiko TI (1982), functions method in the problem of Hartmann’s flow, Magnetic Hydrodyn, n 2, pp 64-69.
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Magnetic Hydrodyn
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Rvachev, V.L.1
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44
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85025236224
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Solution of heat transfer problems with internal and external nonlinearity
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Vestnik Khpi, Boundary Problems in Math Physics
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45
-
-
33751301576
-
Mathematical modelling of thermal self-ignition understafonary conditions by the r-functions method
-
Rvachev VL, Slesarenko AP, and Safonov NA (1992), Mathematical modelling of thermal self-ignition understafonary conditions by the R-functions method, Dokl AN UkrSSR, SerA, n 12, pp 24-27.
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(1992)
Dokl AN Ukrssr, Sera
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Rvachev, V.L.1
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55
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85025227701
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Problem of producing computer programs for differentiation of funcaons superposibon
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Rvachev VL, Man’ko GP, and Fed’ko VV (1981), Problem of producing computer programs for differentiation of funcaons superposibon, Dokl AN UkrSSR, SerA, n 1, pp 72-74.
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Dokl AN Ukrssr, Sera
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Rvachev, V.L.1
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57
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84919046671
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Torsion rigidity of polygonal-profile rods
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Gonchariuk IV and Rvachev VL (1967), Torsion rigidity of polygonal-profile rods, Prikl Mekh 3 n 4, pp 77-84.
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Prikl Mekh
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Gonchariuk, I.V.1
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58
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84932930665
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Torsion of polygonalprorle rods with account of the specific features of stress functions
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Rvachev VL, Gonchariuk IV and Shklyarov LI (1968), Torsion of polygonalproRle rods with account of the specific features of stress functions, Prikl Mekh 4 n 8, pp 101-108.
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Prikl Mekh
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59
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85025220205
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Application of r-functions method to the solution of the problem of determining the frequencies and natural oscillations modes for complex-shape plates
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Rvachev VL and Rakova LV (1969), Application of R-functions method to the solution of the problem of determining the frequencies and natural oscillations modes for complex-shape plates, Dokl AN UkrSSR, Ser A, n 10 pp 902-905.
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Dokl AN Ukrssr, Ser A
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Rvachev, V.L.1
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60
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85025228777
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Solution of the first basic problem in elasticity theory for complex-shape bodies
-
Rvachev VL and Ilyushko VM (1968), Solution of the first basic problem in elasticity theory for complex-shape bodies, Dokl AN UkrSSR, Ser A, n 4, pp 333-335.
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Dokl AN Ukrssr, Ser A
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Rvachev, V.L.1
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61
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85025181694
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Solution of one boundary problem by the -functions method
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Volkov AP, Kravchenko VF, Man’ko GP, and Rvachev VL (1967), Solution of one boundary problem by the -functions method, Differential Equations, 3 n 9, pp 1602-1605.
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Differential Equations
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Volkov, A.P.1
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62
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85025212281
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Method of calculating one boundary problem in electrodynamics with mixed boundary conditions and its experimental testing
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Kravchenko VF, Rvachev VL, and Yarmoliuk VK (1969), Method of calculating one boundary problem in electrodynamics with mixed boundary conditions and its experimental testing, Radio-Eng and Electron 14, n 1, pp 31-35.
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Radio-Eng and Electron
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Kravchenko, V.F.1
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85025200191
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Suvorova, I.G.1
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65
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85025215848
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Kiev: Nauk Dumka
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Rvachev VL, Kurpa LV, Sklepus NG, and Uchishvili LA (1973), R-Functions Method for Problems in Bending and Vibration of Complex-Shape Plates, Kiev: Nauk Dumka, 124 pp.
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R-Functions Method for Problems in Bending and Vibration of Complex-Shape Plates
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66
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85025220079
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Stability of a rectangular plate under conditions of complex restraint over the contour
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Airapetyan, G.A.1
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68
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85025192417
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Structural method in problems of stability of plates compressed by pressing tools
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Sept, Abstracts: Novosibirsk, SO AN USSR
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Kalinichenko VI, Rvachev VL, and Sinekop NS (1976), Structural method in problems of stability of plates compressed by pressing tools, Numerical Methods of Solving Problems in the Theory of Elasticity and Plasticity: 4th All-Union Conf Novosibirsk, Sept, 1975, Abstracts: Novosibirsk, SO AN USSR, Pt 2, pp 56-68.
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Numerical Methods of Solving Problems in the Theory of Elasticity and Plasticity: 4Th All-Union Conf Novosibirsk
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85025202622
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Stability of a rectangular plate loaded over part of a contour
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Kashuba, Z.B.1
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70
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85025193999
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Stress-strain state of a cylindrical shell weakened by a periodical system of apertures
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Vuzov Mech Eng
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73
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85025179977
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Solution of one thermoelasticity problem for thin isotropic complex-geometry plates
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Rvachev VL, Tytskii AP, and Shevchenko AN (1984), Solution of one thermoelasticity problem for thin isotropic complex-geometry plates, Math Methods and Phys-Mech Fields, n 19, pp 62-65.
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Math Methods and Phys-Mech Fields
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Rvachev, V.L.1
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75
-
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85025237540
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Exact difference-analytical approximation of boundary condifons in complex-shape domains by the r-functions method
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Novosibirsk: Nauka
-
Rvachev VL and Koval’ FF (1983), Exact difference-analytical approximation of boundary condifons in complex-shape domains by the R-functions method, Advanced Problems in Computational and Applied Mathematics, Novosibirsk: Nauka, pp 54-58.
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(1983)
Advanced Problems in Computational and Applied Mathematics
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Rvachev, V.L.1
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76
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85025191957
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Functions method in the problem of natural oscillations of plates with mixed restraint conditions
-
Kurpa LV and Rvachev VL (1983), functions method in the problem of natural oscillations of plates with mixed restraint conditions, Hydroaeromech and Elasticity Theory, n 31, pp 80-84.
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Hydroaeromech and Elasticity Theory
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Kurpa, L.V.1
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77
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85025222737
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Functions method for problems in bending of anisotropic plates
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Dokl AN USSR
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78
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Functions method in problems of non-stafonary vibrations of plates
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Rvachev VL, Kurpa LV, and Shevchenko AN (1984), Functions method in problems of non-stafonary vibrations of plates, Problems of Strength, n 6, pp 22-25
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Problems of Strength
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79
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Solving problems of plates stability by the funcaons method
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Problems of Strength
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80
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85025216429
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Stability of multiconnecave plates with account of the precriacal stressed state
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Prikl Mekh
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81
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0019589544
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Method functions and its applications to analysis of vibrations of plates and other structures
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Washington
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Shock Vib Digest
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82
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49149144104
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J Sound Vib
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Waberski, A.1
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83
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85025221743
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Inst Cybernetics AS Ukraine, Kiev
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Kurpa LV (1992), Application of the functions theory in calculation of bending of flexible orthotropic sloping shells having an arbitrary shape in the plan. Methodology of Solving Application Optimization Problems, Inst Cybernetics AS Ukraine, Kiev: pp 59-63.
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Methodology of Solving Application Optimization Problems
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84
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85025223767
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Application of the -functions theory to cakcula-tion of plates having a non-canonical shape at elastoplastic bending
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