Search citation statements
Paper Sections
Citation Types
Year Published
Publication Types
Relationship
Authors
Journals
Measurements conducted with the Venus Express (VEX) spacecraft at its entry and exit through vortex structures in the Venus wake reveal that their position varies with the solar cycle. Both crossings are consistently measured closer to Venus during minimum solar cycle conditions and are gradually encountered at larger distances downstream from the planet along the solar cycle. At the same time their width along the VEX trajectory on the plane transverse to the solar wind direction is larger during minimum solar cycle conditions and show a gradual decrease along the solar cycle. As a result the vortex structures are envisioned as features that gradually become thinner as they extend along the Venus wake and agree with the geometry of a vortex flow in fluid dynamics whose thickness decreases with the downstream distance from an obstacle. Similar conditions should also be applicable to Mars and other bodies within the solar system and also possibly to exo-planets in external stellar systems.
Measurements conducted with the Venus Express (VEX) spacecraft at its entry and exit through vortex structures in the Venus wake reveal that their position varies with the solar cycle. Both crossings are consistently measured closer to Venus during minimum solar cycle conditions and are gradually encountered at larger distances downstream from the planet along the solar cycle. At the same time their width along the VEX trajectory on the plane transverse to the solar wind direction is larger during minimum solar cycle conditions and show a gradual decrease along the solar cycle. As a result the vortex structures are envisioned as features that gradually become thinner as they extend along the Venus wake and agree with the geometry of a vortex flow in fluid dynamics whose thickness decreases with the downstream distance from an obstacle. Similar conditions should also be applicable to Mars and other bodies within the solar system and also possibly to exo-planets in external stellar systems.
An overall description of the solar wind that streams into the Venus wake and the ionospheric plasma that is driven from that planet's magnetic polar region is examined from measurements conducted with the various spacecraft that have probed the Venus plasma environment (Mariner 5, Venera 9-10, Pioneer Venus Orbiter, Venus Express). It is shown that the plasma properties in the Venus wake describe conditions that are less suitable for steady gyrotropic trajectories of the planetary particles but require the assumption that they are also subject to a fluid dynamic description that introduces structures similar to those generated through kinetic forces. Most notable is that there is evidence of decelerated solar wind proton fluxes measured within plasma channels that are mostly populated by outflowing planetary ions and that the solar wind particles moving in the wake execute trajectories that resemble motion along a vortex shape with motion directed even back toward the planet in the Venus inner wake. The plasma flow channels are mostly restricted to the vicinity of the midnight plane and extend downstream from the magnetic polar region.
<div> <p>A suitable view of the distribution of the velocity vectors of the H+ solar wind ions measured with the VEX spacecraft projected on a plane transverse to the wake direction is reproduced in <strong>Figure 1</strong> to describe a vortex shape configuration. The velocity distribution is oriented in a geometry different from what would be produced by magnetic tension forces along the field lines from the Venus polar regions. Instead, flow motion is dominant to produce the vortex shape in the particle displacement.</p> </div> <p><img src="data:image/png;base64, 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
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.
customersupport@researchsolutions.com
10624 S. Eastern Ave., Ste. A-614
Henderson, NV 89052, USA
This site is protected by reCAPTCHA and the Google Privacy Policy and Terms of Service apply.
Copyright © 2024 scite LLC. All rights reserved.
Made with 💙 for researchers
Part of the Research Solutions Family.