1994The Astrophysical JournalRequires access

From supersonic winds to accretion: Comments on the stability of stellar winds and related flows

M. Velli

Open publisher page 55 citations

Abstract

For nearly vanishing values of the interstellar pressure a supersonic flow connecting via a shock to the instellar medium is the only stationary state describing the extension of a hot corona into space. We show here that in terms of the relative pressure jump between the coronal base and distant medium the stationary flow solutions follow an hysteresis-type cycle with two catastrophy points: as the pressure of the interstellar medium increases, the termination shock moves closer toward the stellar surface, but when the shock position reaches the sonic point the wind collapses into supersonic accretion with a shock below the critical point. If the pressure of the interstellar medium decreases again, or the pressure at the coronal base increases, the flow can evolve continuously into breeze (everywhere subsonic) accretion, but the flow evolves back into a state characterized by a supersonic shocked wind, once the pressure difference corresponding to a static stratification is exceeded.

About this research paper

What this paper is about

For nearly vanishing values of the interstellar pressure a supersonic flow connecting via a shock to the instellar medium is the only stationary state describing the extension of a hot corona into space. We show here that in terms of the relative pressure jump between the coronal base and distant medium the stationary flow solutions follow an hysteresis-type cycle with two catastrophy points: as the pressure of the interstellar medium increases, the termination shock moves closer toward the stellar surface, but when the shock position reaches the sonic point the wind collapses into supersonic accretion with a shock below the critical point. If the pressure of the interstellar medium decreases again, or the pressure at the coronal base increases, the flow can evolve continuously into breeze (everywhere subsonic) accretion, but the flow evolves back into a state characterized by a supersonic shocked wind, once the pressure difference corresponding to a static stratification is exceeded.

Why it matters

OpenAlex reports 55 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

For nearly vanishing values of the interstellar pressure a supersonic flow connecting via a shock to the instellar medium is the only stationary state describing the extension of a hot corona into space. We show here that in terms of the relative pressure jump between the coronal base and distant medium the stationary flow solutions follow an hysteresis-type cycle with two catastrophy points: as the pressure of the interstellar medium increases, the termination shock moves closer toward the stellar surface, but when the shock position reaches the sonic point the wind collapses into supersonic accretion with a shock below the critical point. If the pressure of the interstellar medium decreases again, or the pressure at the coronal base increases, the flow can evolve continuously into breeze (everywhere subsonic) accretion, but the flow evolves back into a state characterized by a supersonic shocked wind, once the pressure difference corresponding to a static stratification is exceeded.

Key concepts: Physics, Astrophysics, Interstellar medium, Shock wave, Supersonic speed, Astronomy, Accretion (finance), Heliosphere

Related papers

Back to paper searchBrowse research topicsOriginal source
From supersonic winds to accretion: Comments on the stability of stellar winds and related flows — Research Paper | ScholarLens