Abstract

Abstract. Quasi-perpendicular supercritical shocks are characterized by the presence of a magnetic foot due to the accumulation of a fraction of the incoming ions that is reflected by the shock front. There, three different plasma populations coexist (incoming ion core, reflected ion beam, electrons) and can excite various two-stream instabilities (TSIs) owing to their relative drifts. These instabilities represent local sources of turbulence with a wide frequency range extending from the lower hybrid to the electron cyclotron. Their linear features are analyzed by means of both a dispersion study and numerical PIC simulations. Three main types of TSI and correspondingly excited waves are identified: i. Oblique whistlers due to the (so-called fast) relative drift between reflected ions/electrons; the waves propagate toward upstream away from the shock front at a strongly oblique angle (θ ∼ 50°) to the ambient magnetic field Bo, have frequencies a few times the lower hybrid, and have wavelengths a fraction of the ion inertia length c∕ωpi. ii. Quasi-perpendicular whistlers due to the (so-called slow) relative drift between incoming ions/electrons; the waves propagate toward the shock ramp at an angle θ a few degrees off 90°, have frequencies around the lower hybrid, and have wavelengths several times the electron inertia length c∕ωpe. iii. Extended Bernstein waves which also propagate in the quasi-perpendicular domain, yet are due to the (so-called fast) relative drift between reflected ions/electrons; the instability is an extension of the electron cyclotron drift instability (normally strictly perpendicular and electrostatic) and produces waves with a magnetic component which have frequencies close to the electron cyclotron as well as wavelengths close to the electron gyroradius and which propagate toward upstream. Present results are compared with previous works in order to stress some features not previously analyzed and to define a more synthetic view of these TSIs.

Highlights

  • A hallmark of supercritical shocks in collisionless plasmas is the presence of a sizable ion population that is reflected off of the steep shock front

  • These ions carry a substantial amount of energy: they are the source of microturbulence within the shock front and are fundamental to the transformation of directed bulk flow energy into thermal energy, a tenet of shock physics

  • At θ = 85◦ the two roots on the red curve are merging, the wavenumber is close to kc/ωpe = 1 and the frequency is close to ω = 1.5 ωLH. This instability which has a propagation angle close to 90◦ is known in the literature as MTSI which stands for modified two-stream instability (e.g., McBride et al, 1972; Matsukiyo and Scholer, 2003; Umeda et al, 2012)

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Summary

Introduction

A hallmark of supercritical shocks in collisionless plasmas is the presence of a sizable ion population that is reflected off of the steep shock front. Waves with higher frequencies from the lower-hybrid to the electron cyclotron range have been observed. Their characteristics, can be difficult to establish because of a potentially important Doppler shift in frequency between the spacecraft frame where they are measured and the plasma frame where they can be properly identified. We present a synthetic view of the plasma microinstabilities which can occur in the foot of supercritical quasi-perpendicular shocks as the result of the relative drifts between incoming ions, reflected ions, and electrons.

Electrons
Cold approximation
Thermal effects on obliquely propagating whistlers
Unstable oblique whistlers due to a drifting ion population
Cold plasma and cold beam
Warm plasma and warm beam
Reflected ion beam
Incoming ion core
Description of 1-D PIC simulation
Unstable oblique whistlers
Unstable quasi-perpendicular whistlers and Bernstein waves
Findings
Conclusion
Full Text
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