1975
DOI: 10.1093/mnras/172.3.557
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Cosmic Ray Streaming--I EFFECT OF ALFVEN WAVES ON PARTICLES

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Cited by 490 publications
(334 citation statements)
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“…Stochastic acceleration can also result from resonant pitch-angle scattering from Alfven waves with wavelengths of the order of the particle gyroradius. To accelerate particles these waves must propagate both parallel and antiparallel to the average magnetic field [Skilling, 1975]. Other modes of stochastic acceleration, called magnetic pumping and transit-time damping, occur through interaction with magnetosonic waves whose wavelengths are much longer than the particle gyroradius [Kulsrud and Ferrari, 1971;Melrose, 1980;and Achterberg, 1981 ].…”
Section: A Stochastic Accelerationmentioning
confidence: 99%
“…Stochastic acceleration can also result from resonant pitch-angle scattering from Alfven waves with wavelengths of the order of the particle gyroradius. To accelerate particles these waves must propagate both parallel and antiparallel to the average magnetic field [Skilling, 1975]. Other modes of stochastic acceleration, called magnetic pumping and transit-time damping, occur through interaction with magnetosonic waves whose wavelengths are much longer than the particle gyroradius [Kulsrud and Ferrari, 1971;Melrose, 1980;and Achterberg, 1981 ].…”
Section: A Stochastic Accelerationmentioning
confidence: 99%
“…To accelerate paticles these waves must propagate both parallel and anti-parallel to the average magnetic field (Skilling 1975). Other modes of stochastic acceleration, called magnetic pumping and transit-time damping, occur through interaction with magnetosonic waves whose wavelengths are much longer than the particle gyroradius (Kulsrud and Ferrari 1971, Melrose 1980, Achterbera 1981.…”
Section: A Stochas Tic Accelerationmentioning
confidence: 99%
“…The quest for understanding what kind of instability could lead to the right conditions is still open. The resonant instability induced by CR streaming leads to estimate E M ∼ 10 3 − 10 4 GeV [23,24], still well below the knee: this is due to its resonant nature that fixes the saturation at δ B/B ∼ 1 [22,38,32,33,34]. Non-resonant modes, largely studied in Refs.…”
Section: Introductionmentioning
confidence: 99%