1985
DOI: 10.1088/0029-5515/25/7/004
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Slow-wave antenna coupling to ion Bernstein waves for plasma heating in ICRF

Abstract: The coupling of ICRF power from a slow-wave antenna to a plasma with finite temperature is examined. A heuristic model, allowing explicit representations of ion Bernstein waves, fast waves and slow waves, is used to clarify how the antenna power is partitioned into the various wave energy fluxes. This model is complemented quantitatively by a more elaborate and realistic computer model. It is shown that such antennas can be highly efficient in transferring most of the antenna power directly to ion Bernstein wa… Show more

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Cited by 14 publications
(21 citation statements)
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References 14 publications
(23 reference statements)
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“…The question is then what the expected range of N| is when the IBW is launched by the antenna. It was not a priori obvious that Type-in antennas [8] excite IBW preferentially; this was then demonstrated by Sy et al [16]. Their model provides a simple estimate of an N| spectrum of IBW with a peak around six, as shown in Fig.…”
Section: Discussionmentioning
confidence: 91%
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“…The question is then what the expected range of N| is when the IBW is launched by the antenna. It was not a priori obvious that Type-in antennas [8] excite IBW preferentially; this was then demonstrated by Sy et al [16]. Their model provides a simple estimate of an N| spectrum of IBW with a peak around six, as shown in Fig.…”
Section: Discussionmentioning
confidence: 91%
“…For a detailed analysis, the wave N| spectrum of the Mode-II regime must be known; the present code [16] PTE ~ with (6) , K) = -iP H 2 sinhPd i£iH 2 cosh pa + P sinhpa 2 coshP(a+d) + P sinhP(a+d)…”
Section: Discussionmentioning
confidence: 99%
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“…Indeed, it has been shown that a drop in density at the plasma edge can help facilitate coupling to electrostatic modes that have non-zero (though small) components of k || . 28,29 …”
Section: B Excited Modes In Bwx IImentioning
confidence: 99%
“…,49 The mcxtification of IBWH antenna coupling due to tile ponderomotive force lead tc) fmlher non-linear effects to set in, On the other hand, the ponderomotive density reduction could perhaps help reduce the rf power loss due to the slmath related processes fSc,cs 4.3, 1 to 4,3,3), For this reason, to maintain an optimum wave launching condition, it may be qt_ite tb important to adjust the plasma boundary position at a given power level to account for tt'_e density profile mcxtification by the ponderomotive force, II, the coupling is dominated by the EPW physics since in both regimes, EPW is excited at the antenna-plasma interface, Also, the wave reflection, ii' any, should take place mainly in the EPW layer (as discussed in the prevtous section), For this reason, the _mtenna coupling theory developed for Lt-HI could be applied directly here,4, 92 A multi-step model was used to simulate arbimu'y plasma profiles, 66 In these EPW dominated regimes, the magnetic field delxmdence for the antenna loading, like LHH case, is therefore relatively weak, The simplest model was used by W,N,-C, Sy et al, whe, e a step model (with an optional vacuum interface region) where the wave fields were matched at the plasma boundary was used to coupled directly to IBW 93. Brambilla has used the finite-Larmor-radius expanded wave differential equations to solve tor the surface impedance for the 2-0i launching case.43, 94 F. Skiff, et.…”
mentioning
confidence: 99%