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SCIENTIFIC ABSTRACT YU.N. DNESTROVSKIY - J. DOBAS

Document Type: 
CREST [1]
Collection: 
Scientific Abstracts [2]
Document Number (FOIA) /ESDN (CREST): 
CIA-RDP86-00513R000410530012-5
Release Decision: 
RIF
Original Classification: 
S
Document Page Count: 
100
Document Creation Date: 
November 2, 2016
Document Release Date: 
June 13, 2000
Sequence Number: 
12
Case Number: 
Publication Date: 
December 31, 1967
Content Type: 
SCIENTIFIC ABSTRACT
File: 
AttachmentSize
PDF icon CIA-RDP86-00513R000410530012-5.pdf [3]2.3 MB
Body: 
26705 S/056/61/041/005/020/038 The dispersion relation... B102/B108 determined. It is shown that. for 4). Q 63 the dispersion .9 H o relation has a real root 0.3). to which corresponds & plasma wave that propagates without absorption. Eq. (1) is rewritten by introducing dimensionless parameters. This dispersion equation is solved numerically. The positive roots are determined for the non-resonance region and their behavior is studied in the vicinity of resonances. The frequency dependence cf N is investigated for various electron temperatures and plasma densities (A = 1, 2, 2.25 and 17.6). The results showed that the roots of Eq. (1) corresponding to plasma waves may be also determined from Eq. (5) in good approximation. Only near the hybrid frequency the PH+~ results &re not valid. Besides the real roots, Eq. (1) has an innumerable set of complex roots. The dispersion relation may also be conzi-dered as an equation for determining Gj as a function of the wave number k. It is proved that then there exists an innumerable set of real roots 63= Q
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