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Oscillating two-stream instability in strongly coupled plasma

Published online by Cambridge University Press:  30 October 2018

Prerana Sharma ,
K. Avinash  and
D. N. Gupta
Prerana Sharma*
Affiliation:
Department of Physics and Astrophysics, University of Delhi, Delhi 110007, India
K. Avinash
Affiliation:
Department of Physics and Astrophysics, University of Delhi, Delhi 110007, India
D. N. Gupta
Affiliation:
Department of Physics and Astrophysics, University of Delhi, Delhi 110007, India
*
Author for correspondence: Prerana Sharma, Department of Physics and Astrophysics, University of Delhi, Delhi 110007, India. E-mail: preranasharma4@gmail.com
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Abstract

Oscillating two-stream instability (OTSI) of a high amplitude laser or a plasma wave is investigated in plasmas with strongly coupled ions. It is shown that in some parameter regime, the pressure of strongly coupled ions becomes negative, which leads to enhance the bunching of ion and concomitant destabilization of OTSI. Applications of these results to ion accelerator and inertial confinement fusion experiments are discussed.

Keywords

Inertial confinement fusionlaser-driven ion accelerationoscillating two-stream instabilitystrongly coupled plasma
Type
Research Article
Information
Laser and Particle Beams , Volume 36 , Issue 3 , September 2018 , pp. 376 - 383
Copyright
Copyright © Cambridge University Press 2018 

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References

Avinash, K (2015) Theory of correlation effects in dusty plasmas. Physics of Plasmas 22, 033701.Google Scholar
Berkovsky, MA (1992) Spectrum of low frequency modes in strongly coupled plasmas. Physics Letters A 166, 365.Google Scholar
Boon, JP and Yip, S (1980) Molecular Hydrodynamics. NewYork: McGraw-Hill.Google Scholar
Chen, FF (1985) Introduction to Plasma Physics and Controlled Fusion. New York: Plenum, pp. 309–322.Google Scholar
Craxton, RS, Anderson, KS, Boehly, TR, Goncharov, VN, Harding, DR, Knauer, JP, McCrory, RL, McKenty, PW, Meyerhofer, DD, Myatt, JF, Schmitt, AJ, Sethian, JD, Short, RW, Skupsky, S, Theobald, W, Kruer, WL, Tanaka, K, Betti, R, Collins, TJB, Delettrez, JA, Hu, SX, Marozas, JA, Maximov, AV, Michel, DT, Radha, PB, Regan, SP, Sangster, TC, Seka, W, Solodov, AA, Soures, JM, Stoeckl, C and Zuegel, JD (2015) Direct-drive inertial confinement fusion: A review. Physics of Plasmas 22, 110501.Google Scholar
Das, A and Kaw, P (2014) Suppression of Rayleigh Taylor instability in strongly coupled plasmas. Physics of Plasmas 21, 062102.Google Scholar
Esirkepov, TZh, Koga, JK, Sunahara, A, Morita, T, Nishikino, M, Kageyama, K, Nagatomo, H, Nishihara, K, Sagisaka, A, Kotaki, H, Nakamura, T, Fukuda, Y, Okada, H, Pirozhkov, A, Yogo, A, Nishiuchi, M, Kiriyama, H, Kondo, K, Kando, M and Bulanov, SV (2014) Prepulse and amplified spontaneous emission effects on the interaction of a petawatt class laser with thin solid targets. Nuclear Instruments & Methods in Physics Research, Section A: Accelerators, Spectrometers, Detectors, and Associated Equipment 745, 150.Google Scholar
Fernandez, JC, Cobble, JA, Failor, BH, Dubois, DF, Montgomery, DS, Rose, HA, Vu, HX, Wilde, BH, Wilke, MD and Chrien, RE (1996) Observed dependence of stimulated Raman scattering on ion-acoustic damping in hohlraum plasmas. Physical Review Letters 77, 2702.Google Scholar
Frenkel, YI (1946) Kinetic Theory of Liquids. Oxford: Clarendon.Google Scholar
Fried, BD, Kemura, TI, Nishikawa, K and Schmidt, G (1976) Parametric instabilities with finite wavelength pump. Physics of Fluids 19, 1975.Google Scholar
Ichimaru, S, Iyetomi, H and Tanaka, S (1987) Statistical physics of dense plasmas: Thermodynamics, transport coefficients and dynamic correlations. Physics Reports 149, 91.Google Scholar
Janaki, MS, Chakrabarti, N and Banerjee, D (2011) Jeans instability in a viscoelastic fluid. Physics of Plasmas 18, 012901.Google Scholar
Kaw, PK and Sen, A (1998) Low frequency modes in strongly coupled dusty plasmas. Physics of Plasmas 5, 3552.Google Scholar
Kirkwood, RK, Macgowan, BJ, Montgomery, DS, Afeyan, BB, Kruer, WL, Moody, JD, Estabrook, KG, Back, CA, Glenzer, SH, Blain, MA, Williams, EA, Berger, RL and Lasinski, BF (1996) Effect of ion-wave damping on stimulated Raman scattering in high-z laser-produced plasmas. Physical Review Letters 77, 270.Google Scholar
Kumar, S and Malik, HK (2006) Effect of negative ions on oscillating two stream instability of a laser driven plasma beat wave in a homogeneous plasma. Physica Scripta 74, 304.Google Scholar
Lindl, JD, Amendt, P, Berger, RL, Glendinning, SG, Glenzer, SH, Haan, SW, Kauffman, RL, Landen, OL and Suter, LJ (2004) The physics basis for ignition using indirect-drive targets on the National Ignition Facility. Physics of Plasmas 11, 339.Google Scholar
Lindl, J, Landen, O, Edwards, J and Moses, E & NIC Team (2014) Review of the National Ignition Campaign 2009–2012. Physics of Plasmas 21, 020501.Google Scholar
Liu, CS and Tripathi, VK (1995) Interaction of Electromagnetic Waves with Electron Beams and Plasmas, Chaps.4 and 7. Singapore: World Scientific.Google Scholar
Malik, HK (2007) Oscillating two stream instability of a plasma wave in a negative ion containing plasma with hot and cold positive ions. Laser and Particle Beams 25, 397.Google Scholar
Malik, HK and Singh, S (2011) Conditions and growth rate of Rayleigh instability in a Hall thruster under the effect of ion temperature. Physical Review E 83, 036406.Google Scholar
Malik, OP, Singh, S, Malik, HK and Kumar, A (2015 a) High-frequency instabilities in an explosion-generated relativistic plasma. Journal of Theoretical and Applied Physics 9, 105.Google Scholar
Malik, OP, Singh, S, Malik, HK and Kumar, A (2015 b) Low and high frequency instabilities in an explosion-generated-plasma and possibility of wave triplet. Journal of Theoretical and Applied Physics 9, 75.Google Scholar
Mulser, P, Giulietti, A and Vaselli, M (1984) Quantitative explanation of oscillating two-stream and parametric decay instabilities in terms of wave pressure. Physics of Fluids 27, 2035.Google Scholar
Murillo, MS (1998) Static local field correction description of acoustic waves in strongly coupling dusty plasmas. Physics of Plasmas 5, 3116.Google Scholar
Nicholson, DR (1981) Oscillating two-stream instability with pump of finite extent. Physics of Fluids 24, 908.Google Scholar
Ramachandran, K and Tripathi, VK (1997) Oscillating two-stream instability of a plasma wave in a plasma channel. IEEE Transactions on Plasma Science 25, 423.Google Scholar
Rosenbluth, MN (1972) Parametric Instabilities in Inhomogeneous Media. Physical Review Letters 29, 565.Google Scholar
Satya, YS, Jain, KM, Guha, S and Bose, M (1985) Low-frequency modes in a two-species plasma. Journal of Plasma Physics 34, 247.Google Scholar
Sharma, P, Avinash, K and Gupta, DN (2016) Parametric instabilities in strongly correlated plasma. Physics of Plasmas 23, 102704.Google Scholar
Singh, S, Malik, HK and Nishida, Y (2013) High frequency electromagnetic resistive instability in a Hall thruster under the effect of ionization. Physics of Plasmas 20, 102109.Google Scholar
Slattery, WL, Doolen, GD and DeWitt, HE (1980) Improved equation of state for the classical one-component plasma. Physical Review A 21, 2087.Google Scholar
Slattery, WL, Doolen, GD and DeWitt, HE (1982) N dependence in the classical one-component plasma Monte Carlo calculations. Physical Review A 26, 2255.Google Scholar
Snavely, RA, Key, MH, Hatchett, SP, Cowan, TE, Roth, M, Phillips, TW, Stoyer, MA, Henry, EA, Sangster, TC, Singh, MS, Wilks, SC, MacKinnon, A, Offenberger, A, Pennington, DM, Yasuike, K, Langdon, AB, Lasinski, BF, Johnson, J, Perry, MD and Campbell, EM (2000) Intense high-energy proton beams from petawatt-laser irradiation of solids. Physical Review Letters 85, 2945.Google Scholar
Tyagi, J, Singh, S and Malik, HK (2018) Effect of dust on tilted electrostatic resistive instability in a Hall thruster. Journal of Theoretical and Applied Physics 12, 39.Google Scholar
Weaver, JL, Oh, J, Afeyan, B, Phillips, L, Seely, J, Feldman, U, Brown, C, Karasik, M, Serlin, V, Aglitskiy, Y, Mostovych, AN, Holland, G, Obenschain, S, Chan, L-Y, Kehne, D, Lehmberg, RH, Schmitt, AJ, Colombant, D and Velikovich, A (2007) Laser plasma instability experiments with KrF lasers. Physics of Plasmas 14, 056316.Google Scholar
Wilks, SC, Langdon, AB, Cowan, TE, Roth, M, Singh, M, Hatchett, S, Key, MH, Pennington, D, MacKinnon, A and Snavely, RA (2001) Energetic proton generation in ultra-intense laser–solid interactions. Physics of Plasmas 8, 542.Google Scholar
Yadav, S, Tripathi, VK and Gupta, VL (2003) Stimulated Brillouin scattering of a laser in a high-Z plasma channel embedded with light ions. Physica Scripta 68, 66.Google Scholar
Yadav, S, Gupta, DN, Tripathi, VK and Gupta, VL (2004) Oscillating two stream instability of a laser in a two ion species plasma. Physica Scripta 69, 130.Google Scholar