Search

Search results

1. SCIENTIFIC ABSTRACT YAROSHEVSKIY, V.A.- YASAYTIS, A.A.

   WHICH DETER14INE THE ENTRY CORRI001t DEPTH AND ~-_ZRITICAL ENTRY SPEED AT WH[Cfl-f THIS- DEPTH. VANISHES. IT! ES ...

2. SCIENTIFIC ABSTRACT ZHELEZHYAKOV, V.V.- ZHELEZOVSKIY, B.YE.

   vanishes;, the other two.depend separately on the.ordinary and extraordinary components of wave 1. For ont ...

3. SCIENTIFIC ABSTRACT ZHIGULEV, V.N.- ZHIGUR, YE.

   component of the electric field vanishes on the ccnductor's surface;-(2) the solution is regular ...

4. SCIENTIFIC ABSTRACT ZHEDENOV, V.N.- ZHEGULEVTSEVA, A.P.

   for vanishing boundary conditions all the equations (8) and (7) turn into equations of M.,A. Lavrentlyev ...

5. SCIENTIFIC ABSTRACT KLIMENTOV, P.P.- KLIMKOVICH, V.I.

   WHICH DETERMINF- THE ENTRY COkRIDUR DEPTH AND-CRITICAL ENTRY SPEED AT 'WHICH THIS DEPTH VANISHES ...

6. SCIENTIFIC ABSTRACT BOGDANOV, S. V.- BOGDANOV, V. I.

   processes ut excitatims, When the discharge vanishes. a Vactual recombination of lons and electrocis begins ...

7. SCIENTIFIC ABSTRACT YARKINA, V.V.- YARMAK, O.F.

   The stress tensor vanishes only on the boundary of the particle.beam, and the theory accordingly permits ...

8. SCIENTIFIC ABSTRACT KERIMOV, T.M.- KERKENIAKOV, N.

   which on L satisfy certain k boundary conditions and vanish at infinity (problem (T 1)).. The last problem is reduced ...

9. SCIENTIFIC ABSTRACT KOBZAREV, I.YU.- KOBZEV, V.V.

   tax parts vitb I > 1. When I a I (e.g.j deuteron) this terik is ahown to vanish for real photons. ...

10. SCIENTIFIC ABSTRACT KOCHAROV, S.M.- KOCHARYAN, N.M.

    investiga- tes the relation between the order of vanishing of best approxiza-. tions by the functions ...

11. SCIENTIFIC ABSTRACT SCHWARTZOVA, K.- SCHWARZ, V.

    6 6 a n ided S. it is'arty clej x-:other c amter f ci,:'X. defil otherwise a Vanishing jugst 4, ...

12. SCIENTIFIC ABSTRACT SEIDOV, A.C.-

    2 = 0 does not vanish. Card 1/2 ASKEROV, B.M-Y- SEIDOV Y M red.; BOGDATLISHVILI, D., red.izd-va; A-_ Ij3RAG7L7UV,__R.__, ...

13. SCIENTIFIC ABSTRACT SEMYKINA, T.D.- SEN-ZHELEN, YE.S.

    functions T(x) which vanish in the origin of coordinates-ind decrease at in- finity more rapidly ...

14. SCIENTIFIC ABSTRACT SHADZHANOV, A. M.- SHAFER, G. V.

    is based on the non-vanishing properties of 3nj-clWiciernts. T%e symbols used to denote the coefficients ...

15. SCIENTIFIC ABSTRACT SHISHIKIN, YE.A.- SHISHIYANU, F.S.

    and acquire 0.09 and ftO.02 ev levels. (0-02 ev) Is unstable and vanishes On subsequent anne The Shallow ...

16. SCIENTIFIC ABSTRACT SHEMASTINA, E.V.- SHEMET, V.V.

    Papenova, 1. S. Royzman (Deceased) "Zhur Tekh Fiz" Vol XXII, No 2, pp 203-215 Vanishing of inert ...

17. SCIENTIFIC ABSTRACT SIDLIK, J.- SIDLYARENKO, V.V.

    For the Lam6 equations with vanishing initial conditions and i:.hormio-eneous boundar., conditions one solves ...

18. SCIENTIFIC ABSTRACT SHVED, M.M.- SHVED, YU.M.

    vanishes at ~" 5500C. It is assumed that the In- crease of residual compression stresses ...

19. SCIENTIFIC ABSTRACT SIDOROV, YU.P.- SIDOROVA,, I.I.

    It is assumed that for 0, ~ DO- I k-l and Od-t:T not all roots of (3) are vanishing and that their real parts ...

20. SCIENTIFIC ABSTRACT SOLOMATOV, V.I.- SOLOMESHCH, I.A.

    e. z = 0, k = const, y(e) an addi- tive function of the sets e C-r with derivative which vanishes ...

Pages