2015
DOI: 10.1063/1.4936542
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Finding evidence for density fluctuation effects on electron cyclotron heating deposition profiles on DIII-D

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Cited by 2 publications
(4 citation statements)
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“…We can use this identity with z = −in α n β /σ 2 ⊥ and θ = φ N − φ N and only the term n = 0 gives a contribution. At last we obtain (10) and (iz) are the modified Bessel functions of first kind and, in particular, I 0 is even so that…”
Section: An Estimate Of the Effect Of Density Fluctuationsmentioning
confidence: 94%
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“…We can use this identity with z = −in α n β /σ 2 ⊥ and θ = φ N − φ N and only the term n = 0 gives a contribution. At last we obtain (10) and (iz) are the modified Bessel functions of first kind and, in particular, I 0 is even so that…”
Section: An Estimate Of the Effect Of Density Fluctuationsmentioning
confidence: 94%
“…and I n (z) = i −n J n (iz) are the modified Bessel functions of first kind and, in particular, I 0 is even so that I 0 (−n α n β /σ ⊥ ) = I 0 (n α n β /σ ⊥ ). Expression (10) is valid under the only assumption of long parallel correlation length k 0 L 1 which is usually satisfied in cases of interest. If in addition, we consider the limit σ ⊥ = (k 0 L ⊥ ) −1 → 0 + which is often the case for beams in the EC frequency range, the Hankel's large-argument expansion of the modified Bessel function,…”
Section: An Estimate Of the Effect Of Density Fluctuationsmentioning
confidence: 99%
See 2 more Smart Citations