The stability of magnetized non-neutral plasma flow with a broad velocity distribution

The stability of the magnetized non-neutral plasma cylindrical flow was studied experimentally. The flow is injected into the drift tube and spreads along its axis. The radial motion of the charged particles is limited by longitudinal magnetic field. During the experimental study the influence of su...

Ausführliche Beschreibung

Gespeichert in:
Bibliographische Detailangaben
Datum:2010
Hauptverfasser: Tarasov, M.I., Tarasov, I.K., Sitnikov, D.A., Pashnev, V.K.
Format: Artikel
Sprache:Englisch
Veröffentlicht: Національний науковий центр «Харківський фізико-технічний інститут» НАН України 2010
Schlagworte:
Online Zugang:https://nasplib.isofts.kiev.ua/handle/123456789/17466
Tags: Tag hinzufügen
Keine Tags, Fügen Sie den ersten Tag hinzu!
Назва журналу:Digital Library of Periodicals of National Academy of Sciences of Ukraine
Zitieren:The stability of magnetized non-neutral plasma flow with a broad velocity distribution / M.I. Tarasov, I.K. Tarasov, D.A. Sitnikov, V.K. Pashnev // Вопросы атомной науки и техники. — 2010. — № 6. — С. 85-87. — Бібліогр.: 4 назв. — англ.

Institution

Digital Library of Periodicals of National Academy of Sciences of Ukraine
_version_ 1860221308288106496
author Tarasov, M.I.
Tarasov, I.K.
Sitnikov, D.A.
Pashnev, V.K.
author_facet Tarasov, M.I.
Tarasov, I.K.
Sitnikov, D.A.
Pashnev, V.K.
citation_txt The stability of magnetized non-neutral plasma flow with a broad velocity distribution / M.I. Tarasov, I.K. Tarasov, D.A. Sitnikov, V.K. Pashnev // Вопросы атомной науки и техники. — 2010. — № 6. — С. 85-87. — Бібліогр.: 4 назв. — англ.
collection DSpace DC
description The stability of the magnetized non-neutral plasma cylindrical flow was studied experimentally. The flow is injected into the drift tube and spreads along its axis. The radial motion of the charged particles is limited by longitudinal magnetic field. During the experimental study the influence of such factors as the magnetic field strength and the average flow velocity on stability of the flow fluctuations was investigated. Экспериментально исследована устойчивость замагниченного цилиндрического потока заряженной плазмы. Поток инжектировался в трубку дрейфа и распространялся вдоль ее оси. Радиальный дрейф частиц потока ограничивался продольным магнитным полем. Исследовалось влияние на устойчивость системы таких факторов как напряженность магнитного поля и средняя скорость частиц потока. Експериментально досліджено стійкість замагніченого потоку зарядженої плазми. Потік інжектувался до трубки дрейфу та поширювався вздовж її вісі. Радіальний дрейф частинок потоку обмежувався повздовжнім магнітним полем. Досліджувався вплив на стійкість системи таких факторів як напруженість магнітного поля та середня швидкість частинок потоку.
first_indexed 2025-12-07T18:17:55Z
format Article
fulltext THE STABILITY OF MAGNETIZED NON-NEUTRAL PLASMA FLOW WITH A BROAD VELOCITY DISTRIBUTION M.I. Tarasov, I.K. Tarasov, D.A. Sitnikov, V.K. Pashnev Institute of Plasma Physics NSC “Kharkov Institute of Physics and Technology”, Kharkov, Ukraine The stability of the magnetized non-neutral plasma cylindrical flow was studied experimentally. The flow is injected into the drift tube and spreads along its axis. The radial motion of the charged particles is limited by longitudinal magnetic field. During the experimental study the influence of such factors as the magnetic field strength and the average flow velocity on stability of the flow fluctuations was investigated. PACS:52.27.Jt INTRODUCTION The stability of low-frequency electrostatic fluctuations in cylindrical non-neutral plasma flow with relatively broad distribution of the particle velocities injected into a longitudinal magnetic field represents an attractive subject for both theoretical and experimental study. The results of such studies are not only important for physics of charged particle beams but also may be exploited in the field of plasma physics and controlled fusion. Studied fluctuations are observed in cylindrical flow of non-neutral (electron) plasma. They have a pronounced azimuthal component. Thus under certain conditions they may interact with the flow particles which are drifting azimuthally (ExB - drift) with the velocities Vdr ≈ Vph. Such particles are usually called ‘resonant’. Depending on the resonant particles distribution by velocities the fluctuations amplitude may be stimulated or damped. In the first case the fluctuations become unstable. This may cause the distortion of the flow profile and forming of the density bunches which are shifted from the symmetry axis of the system (diocotron instability). The bunches are moving azimuthally with the wave phase velocity. In most cases, the wave-particle interaction for such type of fluctuations provides damping of the oscillations [1,2]. The reason of this lies in decreasing electron density profile which is characteristic for the most of cylindrical electron beams. In this case the waves with the azimuthal wave number l = 1 are observed. Such waves are usually excited due to interaction of the flow fluctuations with the drift tube walls or with the resonant ions. In this work we study the influence of such parameters as the longitudinal magnetic field strength and the acceleration voltage on dynamics of the diocotron instability. Special attention is paid to the effect of the probe insertion into the flow which is really noticeable under certain experimental conditions. Heating current Injection pulse Entrance grid Exit grid Capacity probe Capacity probe Electrostatic Langmuir probe Vacuum chamber Particles collector Magnetic field coils Fig.1. Schematic of the experimental device EXPERIMENTAL SETUP PROBLEMS OF ATOMIC SCIENCE AND TECHNOLOGY. 2010. № 6. 85 Series: Plasma Physics (16), p. 85-87. The experimental device (Fig. 1) represented a brass drift tube (L = 150 cm, R = 2 cm) placed into vacuum chamber (p = 5×10-7 Torr) at longitudinal magnetic field (H = 920…2100 Oe). The charged electrons flow was formed using the particles injector consisted of indirectly heated cathode and grounded anode grid. The injection of the flow was performed by applying of a negative potential pulse to the cathode. In the framework of the experimental study the pulse amplitude (UACCEL) did not exceeded a value of 30 V. The flow density at the drift tube entrance was ne = 2×107 сm-3. The flow radius was rfl = 1 сm. The width of the flow particles distribution by velocities was 20 eV. The drift tube consisted of two azimuthal segments. Such construction allows carrying out the measurements of the fluctuations azimuthal dynamics. The measurements of longitudinal distribution of potential were performed by a moveable Langmuir probe. EXPERIMENTAL RESULTS Variation of the magnetic field intensity and the acceleration voltage The fluctuations dynamics was investigated without the Langmuir probe insertion into the flow. a b c H = 920 Oe U = 30 V ACCEL U = 30 V ACCEL Fig.2. The averaged depth of the amplitude modulation (a and b), the averaged frequency and the width of the frequency band (c) depending on UACCEL and Н The main attention was paid to the current fluctuations detected in the drift chamber walls. The behavior of such fluctuations usually displays the azimuthal dynamics of the flow fluctuations. In the framework of the experimental study the analysis of nonlinear effects observed in the fluctuations dynamics was carried out. In particular, the averaged depth of the amplitude modulation ( MODA ) was measured for different experimental conditions. It was shown that MODA grows (Fig.2) together with increase of the magnetic field intensity (H) or the acceleration voltage (UACCEL). In the first case MODA grows intensively while H is increasing from 920 to 1200 Oe. Further increase of H results in MODA growth with smaller rates. The dependence of the frequency characteristics (averaged frequency - f and frequency band width - df) on H correlates with those of MODA Increase of the acceleration voltage gives a pronounced MODA growth in the range of UACCEL=27…30V. At lower values of UACCEL the amplitude modulation is much weaker and the frequency band width is negligibly small. Probe measurements The measurements of the longitudinal potential distribution (Fig. 3,c,d) have shown the presence of a pronounced potential maximum at z = 20...70 cm. (the coordinate of the maximum point depended on the experimental parameters). In our configuration such phenomena may be explained by influence of spatial charge of the electron flow. One of the most interesting results of the probe measurements consisted in a noticeable influence of the probe insertion into the flow on the electrostatic fluctuations behavior. In particular the most intensive reaction of MODA , f and df on the probe introduction was observed at increased values of H and UACCEL (Fig. 3,a,b). a e b f c g d h Fig.3. The amplitude modulation depth (a – for different Н values, e – for different UACCEL values), the probe current (b – for different Н values, f – for different UACCEL values), the average frequency (c– for different Н values, g – for different UACCEL values) and the frequency band width (d – for different Н values, h – for different UACCEL values) dependencies on the probe longitudinal coordinate As one could see from the experimental data the current level in the probe circuit reduces together with increasing of H. At the same time, the most pronounced reaction on the probe introduction was observed at higher values of H. Thus the effect of the probe immersion is not proportional to the rate of interaction between the probe and the flow particles. However, the probe insertion may distort the distribution of the resonant electrons (or ions) by their velocities and so it may cause noticeable changes in the fluctuations dynamics. It is useful to note that the 86 87 injector is placed outside the magnetic field coil. So the flow is injected into spatially inhomogeneous magnetic field at the coil edge. Thus the magnetic field intensity variation affects strongly on the flow radius. In particular, the increasing of H should lead to the flow radius decreasing. This suggestion allows to conclude that the instability is much more sensitive to the probe immersion if the probe is inserted into the edge of the flow. CONCLUSIONS It was shown experimentally that the increase of the magnetic field strength leads to intensification of the unstable processes. This fact contradicts with the classic pattern of diocotron instability development in pure electron plasma. It was also estimated that the acceleration voltage rising leads to more intensive development of the instability which also leads to the question about the influence of ionization processes on the system stability [3,4]. The dynamics of the frequency characteristics has shown a good correlation with that of the average depth of the amplitude modulation. The probe measurements have shown that the resonant particles may be concentrated at the flow edge. REFERENCES 1. R.H. Levy // Phys. Fluids.1965, v. 8, N 7, p. 1288. 2. R.C. Davidson. Theory of Nonneutral Plasmas. Massachusetts: “Benjamin, Reading”, 1974, chap. 2. 3. A. J. Peurrung, J. Notte and J. Fajans// Phys. Rev. Lett. 1993, v. 70, p. 295. 4. G. Bettega, F. Cavaliere, M. Cavenago, A. Illiberi, R. Pozzoli and M. Rome // Plasma Phys. Control. Fusion. 2005, v. 47, p. 1697. Article received 5.10.10 УСТОЙЧИВОСТЬ ПОТОКА ЗАМАГНИЧЕННОЙ ЗАРЯЖЕННОЙ ПЛАЗМЫ С ШИРОКИМ РАСПРЕДЕЛЕНИЕМ ЧАСТИЦ ПО СКОРОСТЯМ М.И. Тарасов, И.К. Тарасов, Д.А. Ситников, В.К. Пашнев Экспериментально исследована устойчивость замагниченного цилиндрического потока заряженной плазмы. Поток инжектировался в трубку дрейфа и распространялся вдоль ее оси. Радиальный дрейф частиц потока ограничивался продольным магнитным полем. Исследовалось влияние на устойчивость системы таких факторов как напряженность магнитного поля и средняя скорость частиц потока. СТІЙКІСТЬ ПОТОКУ ЗАМАГНІЧЕНОЇ ЗАРЯДЖЕНОЇ ПЛАЗМИ ІЗ ШИРОКИМ РОЗПОДІЛОМ ЧАСТОК ПО ШВИДКОСТЯХ M.I. Тарасов, I.К. Тарасов, Д.A. Сітников, В.К. Пашнєв Експериментально досліджено стійкість замагніченого потоку зарядженої плазми. Потік інжектувался до трубки дрейфу та поширювався вздовж її вісі. Радіальний дрейф частинок потоку обмежувався повздовжнім магнітним полем. Досліджувався вплив на стійкість системи таких факторів як напруженість магнітного поля та середня швидкість частинок потоку.
id nasplib_isofts_kiev_ua-123456789-17466
institution Digital Library of Periodicals of National Academy of Sciences of Ukraine
issn 1562-6016
language English
last_indexed 2025-12-07T18:17:55Z
publishDate 2010
publisher Національний науковий центр «Харківський фізико-технічний інститут» НАН України
record_format dspace
spelling Tarasov, M.I.
Tarasov, I.K.
Sitnikov, D.A.
Pashnev, V.K.
2011-02-26T21:26:44Z
2011-02-26T21:26:44Z
2010
The stability of magnetized non-neutral plasma flow with a broad velocity distribution / M.I. Tarasov, I.K. Tarasov, D.A. Sitnikov, V.K. Pashnev // Вопросы атомной науки и техники. — 2010. — № 6. — С. 85-87. — Бібліогр.: 4 назв. — англ.
1562-6016
https://nasplib.isofts.kiev.ua/handle/123456789/17466
The stability of the magnetized non-neutral plasma cylindrical flow was studied experimentally. The flow is injected into the drift tube and spreads along its axis. The radial motion of the charged particles is limited by longitudinal magnetic field. During the experimental study the influence of such factors as the magnetic field strength and the average flow velocity on stability of the flow fluctuations was investigated.
Экспериментально исследована устойчивость замагниченного цилиндрического потока заряженной плазмы. Поток инжектировался в трубку дрейфа и распространялся вдоль ее оси. Радиальный дрейф частиц потока ограничивался продольным магнитным полем. Исследовалось влияние на устойчивость системы таких факторов как напряженность магнитного поля и средняя скорость частиц потока.
Експериментально досліджено стійкість замагніченого потоку зарядженої плазми. Потік інжектувался до трубки дрейфу та поширювався вздовж її вісі. Радіальний дрейф частинок потоку обмежувався повздовжнім магнітним полем. Досліджувався вплив на стійкість системи таких факторів як напруженість магнітного поля та середня швидкість частинок потоку.
en
Національний науковий центр «Харківський фізико-технічний інститут» НАН України
Фундаментальная физика плазмы
The stability of magnetized non-neutral plasma flow with a broad velocity distribution
Устойчивость потока замагниченной заряженной плазмы с широким распределением частиц по скоростям
Стійкість потоку замагніченої зарядженої плазми із широким розподілом часток по швидкостях
Article
published earlier
spellingShingle The stability of magnetized non-neutral plasma flow with a broad velocity distribution
Tarasov, M.I.
Tarasov, I.K.
Sitnikov, D.A.
Pashnev, V.K.
Фундаментальная физика плазмы
title The stability of magnetized non-neutral plasma flow with a broad velocity distribution
title_alt Устойчивость потока замагниченной заряженной плазмы с широким распределением частиц по скоростям
Стійкість потоку замагніченої зарядженої плазми із широким розподілом часток по швидкостях
title_full The stability of magnetized non-neutral plasma flow with a broad velocity distribution
title_fullStr The stability of magnetized non-neutral plasma flow with a broad velocity distribution
title_full_unstemmed The stability of magnetized non-neutral plasma flow with a broad velocity distribution
title_short The stability of magnetized non-neutral plasma flow with a broad velocity distribution
title_sort stability of magnetized non-neutral plasma flow with a broad velocity distribution
topic Фундаментальная физика плазмы
topic_facet Фундаментальная физика плазмы
url https://nasplib.isofts.kiev.ua/handle/123456789/17466
work_keys_str_mv AT tarasovmi thestabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT tarasovik thestabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT sitnikovda thestabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT pashnevvk thestabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT tarasovmi ustoičivostʹpotokazamagničennoizarâžennoiplazmysširokimraspredeleniemčasticposkorostâm
AT tarasovik ustoičivostʹpotokazamagničennoizarâžennoiplazmysširokimraspredeleniemčasticposkorostâm
AT sitnikovda ustoičivostʹpotokazamagničennoizarâžennoiplazmysširokimraspredeleniemčasticposkorostâm
AT pashnevvk ustoičivostʹpotokazamagničennoizarâžennoiplazmysširokimraspredeleniemčasticposkorostâm
AT tarasovmi stíikístʹpotokuzamagníčenoízarâdženoíplazmiízširokimrozpodílomčastokpošvidkostâh
AT tarasovik stíikístʹpotokuzamagníčenoízarâdženoíplazmiízširokimrozpodílomčastokpošvidkostâh
AT sitnikovda stíikístʹpotokuzamagníčenoízarâdženoíplazmiízširokimrozpodílomčastokpošvidkostâh
AT pashnevvk stíikístʹpotokuzamagníčenoízarâdženoíplazmiízširokimrozpodílomčastokpošvidkostâh
AT tarasovmi stabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT tarasovik stabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT sitnikovda stabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution
AT pashnevvk stabilityofmagnetizednonneutralplasmaflowwithabroadvelocitydistribution