Influence of bounce resonance effects on the cyclotron wave instabilities in dipole magnetospheric plasmas with anisotropic temperature (original) (raw)

Vlasov Equation for Magnetized Plasma Particles in the Arbitrary Magnetic Field

The linearized Vlasov equation is rewritten for charged particles in the two-dimensional axisymmetric plasma models using the cylindrical coordinates. There is described a method of its solution by the Fourier expansions of the perturbed distribution functions over the gyrophase angle in velocity space, conservation integrals of particle motion in the curvilinear magnetic field and smallness of the magnetization parameters. Such an approach allows us to evaluate the main contributions of untrapped and trapped particles to the transverse and longitudinal dielectric tensor components for electromagnetic waves in tokamaks, straight mirror-traps, laboratoty dipole magnetospheric plasmas and inner part of the Earth's magnetosphere. KEY WORDS: Vlasov equation, kinetic wave theory, tokamaks, mirror traps, magnitospheric plasmas. ... ... , 4,

Ponderomotive modification of multicomponent magnetospheric plasma due to electromagnetic ion cyclotron waves

Astrophysics and Space Science, 2013

We derive the expression for the ponderomotive force in the real multicomponent magnetospheric plasma containing heavy ions. The ponderomotive force considered includes the induced magnetic moment of all the species and arises due to inhomogeneity of the traveling low-frequency electromagnetic wave amplitude in the nonuniform medium. The nonlinear stationary force balance equation is obtained taking into account the gravitational and centrifugal forces for the plasma consisting of the electrons, protons and heavy ions (He +). The background geomagnetic field is taken for the dayside of the magnetosphere, where the magnetic field have magnetic "holes" (Antonova and Shabansky 1968). The balance equation is solved numerically to obtain the nonlinear density distribution of ions (H +) in the presence of heavy ions (He +). It is shown that for frequencies less than the helium gyrofrequency at the equator the nonlinear plasma density perturbations are peaked in the vicinity of the equator due to the action of the ponderomotive force. A comparison of the cases of the dipole and dayside magnetosphere is provided. It is obtained that the presence of heavy ions leads to decrease of the proton density modification.

Parametric Cyclotron Resonance in Space Plasmas

Journal of Geophysical Research, 1993

The parametric interaction of waves with particle cyclotron motion has been studied. A wave with a compressional magnetic field component modifies the cyclotron motion of the particles, which enables them to resonate with other waves which have perpendicular electric fields. Resonance occurs when the frequency difference of the two wave modes (compressional and perpendicular) matches the cyclotron frequency. This so-called parametric cyclotron resonance mechanism can provide a means to exchange energy between particles and low-frequency waves. We discuss the specific example of energy exchange between an Alfv6n wave and ion Larmor motion. Harada and G. K. Crawford for their useful comments.

A quantitative model for cyclotron wave-particle interactions at the plasmapause

Annales Geophysicae, 1998

The formation of a zone of energetic electron precipitation by the plasmapause, a region of enhanced plasma density, following energetic particle injection during a magnetic storm, is analyzed. Such a region can also be formed by detached cold plasma clouds appearing in the outer magnetosphere by restructuring of the plasmasphere during a magnetic storm. As a mechanism of precipitation, wave-particle interactions by the cyclotron instability between whistler-mode waves and electrons are considered. In the framework of the selfconsistent equations of quasi-linear plasma theory, the distribution function of trapped electrons and the electron precipitation pattern are found. The theoretical results are compared with experimental data obtained from NOAA satellites.

Excitation of electromagnetic ion cyclotron waves under different geomagnetic activities: THEMIS observation and modeling

Journal of Geophysical Research: Space Physics, 2013

1] Understanding excitation of electromagnetic ion cyclotron (EMIC) waves remains a considerable scientific challenge in the magnetospheric physics. Here we adopt correlated data from the Thermal Emission Imaging System (THEMIS) spacecraft under low (K p = 1 + ) and medium (K p = 4) geomagnetic activities to investigate the favorable conditions for the excitation of EMIC waves. We utilize a sum of bi-Maxwellian components and kappa components to fit the observed ion (6-25 keV) distributions collected by the electrostatic analyzer (ESA) onboard the THEMIS spacecraft. We show that the kappa distribution models better and more smoothly with the observations. Then we evaluate the local growth rate and path-integrated gain of EMIC waves by bi-Maxwellian and kappa distributions, respectively. We demonstrate that the path-integrated wave gain simulated from the kappa distribution is consistent with observations, with intensities 24 dB in H + band and 33 dB in He + band. However, bi-Maxwellian distribution tends to overestimate the wave growth rate and path-integrated gain, with intensities 49 dB in H + band and 48 dB in He + band. Moreover, compared to the He + band, a higher proton anisotropy is needed to excite the H + band waves. The current study presents a further observational support for the understanding of EMIC wave instability under different geomagnetic conditions and suggests that the kappa-type distributions representative of the power law spectra are probably ubiquitous in space plasmas.

An Equation for Wave Propagation in a Hot Nonuniform Magnetized Plasma

Le Journal de Physique Colloques, 1979

A differential equation for small amplitude wave propagation in a hot nonuniform magnetized plasma is derived from the Vlasov equation by a perturbation expansion in the smallness of the Larmor radius compared to characteristic scale-lengths of the plasma. This equation is developed primarily to study the effects of strong plasma nonuniformities on propagation of waves which have counterparts in a uniform magnetized plasma. It consistently incorporates collisionless Landaucyclotron damping effects in the wave propagation and is valid for wavelengths comparable to the scale-lengths of nonuniformities. Other features explicitly included in the equation are: (i) multiple ion species and (ii) weak nonlinear effects. An ordering has been established to evaluate the relative importance of finite Larmor radius effects and nonlinear effects. As a simple application of the basic equation, we discuss wave propagation in the ion-cyclotron range of frequencies in a hot nonuniform cylindrical plasma column with multiple ion-species and show that the phenomenon is essentially determined by a simple second order ordinary differential equation.

Nonlinear aspects of wave propagation in a magnetised plasma in the presence of Coriolis force

Australian journal of …, 1993

Nonlinear modifications in the refractive indices of quasicircular electromagnetic waves, propagating obliquely in a cold homogeneous magnetised plasma in the presence of the Corio lis force of rotation, have been theoretically investigated. Some interesting properties are found to occur, which depend on the gyrofrequency, rotational frequency and the amplitudes of the waves. The characteristic variations of the refractive indices of the left and right circularly polarised waves, for different values of the gyrofrequency and rotational frequency, are shown graphically. The stop-bands, which are located for both the waves in the presence of the Coriolis force, are discussed. The stability criteria of the waves interacting with a plasma are also investigated. The results obtained are more general than those reported previously.