Draft:Electrostatic Solitary Wave
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In space physics, an electrostatic solitary wave (ESW) is a type of electromagnetic soliton occurring during short time scales (when compared to the general time scales of variations in the average electric field) in plasma. When a rapid change occurs in the electric field in a direction parallel to the orientation of the magnetic field, and this perturbation is caused by a unipolar or dipolar electric potential, it is classified as an ESW.[1]
Since the creation of ESWs is largely associated with turbulent fluid interactions[2], some experiments use them to compare how chaotic a measured plasma's mixing is.[3] As such, studies which involve ESWs tend to be centered around turbulence, chaos, instabilities, and magnetic reconnection.
History
[edit]The discovery of solitary waves in general is attributed to John Scott Russell in 1834[4], with their first mathematical conceptualization being finalized in 1871 by Joseph Boussinesq[5] (and later refined and popularized by Lord Rayleigh in 1876[6]). However, these observations and solutions were for oscillations of a physical medium (usually water), and not descibing the behavior of non-particle waves (including electromagnetic waves). For solitary waves outside of media, which ESWs are classified as, the first major framework was likely developed by Louis de Broglie in 1927[7], though his work on the subject was temporarily abandoned and was not completed until the 1950s.
Electrostatic structures were first observed near Earth's polar cusp by Donald Gurnett and Louis A. Frank using data from the Hawkeye 1 satellite in 1978[8]. However, it is Michael Temerin, William Lotko, Forrest Mozer, and Keith Cernya who are credited with the first observation of electrostatic solitary waves in Earth's magnetosphere in 1982[9]. Since then, a wide variety of magnetospheric satellites have observed and documented ESWs, allowing for analysis of them and the surrounding plasma conditions.
Detection
[edit]Electrostatic solitary waves, by their nature, are a phenomenon occurring in the electric field of a plasma. As such, ESWs are technically detectable by any instrument that can measure changes to the electric field during a sufficiently short time window. However, given that a given plasma's electric field can vary widely depending on the properties of the plasma, detection of ESWs can be non-trivial and often are of secondary concern to the measurement of the electric field itself.
One solution to the above obstacle for detecting ESWs, implemented by NASA's Magnetospheric Multiscale Mission (MMS), is to use a digital signal processor to analyze the electric field data and isolate short-duration spikes as a candidate for an ESW.[10] Though the following detection algorithm is specific to MMS, other ESW-detecting algorithms function on similar principles.
To detect an ESW, the data from a device measuring the electric field is sent to the digital signal processor. This data is analyzed across a short time window (in the case of MMS, 1 millisecond), taking both the average electric field magnitude and the largest electric field magnitude during that time window. If the peak field strength exceeds some multiple of the average field strength (4 times the field strength in MMS), then the time window is considered to contain an ESW.[10] After this occurs, the ESW can be associated with the peak electric field strength and categorized accordingly. These algorithms vary in success at detection, since both the time window and detection multiplier are chosen by scientists based on the parameters they wish to detect. As such, these algorithms often have false positives and false negatives.[10]
Interactions
[edit]One of the primary physical consequences of ESWs is their creation of electron phase-space holes, a type of structure which prevents low velocity electrons from remaining close to the source of the ESW.[11] These phase-space holes, like the ESWs themselves, can travel stably through the surrounding plasma. Since most plamsas are overall electrically neutral, these phase-space holes often end up behaving as a postive pseudoparticle.[1]
In general, in order to form an electron phase-space hole, the electric potential energy associated with the ESW's potential needs to exceed the kinetic energy of electrons in the plasma (behavior analogous to potential hills). Research has shown that one possible set of situations where this occurs naturally are kinetic instabilities.[2] One observed example of this is the increased occurence of these holes near Earth's bow shock and magnetopause, where the incoming solar wind collides with Earth's magnetosphere to produce large amounts of turbulence in the plasma.[12]
See Also
[edit]- Soliton
- Interplanetary magnetic field
- Solar wind
- Electric potential
- Turbulence
- Time domain electromagnetics
Notes
[edit]- a.^ Though the identity of the other 3 co-authors is known for certain, the career of K. Cerny after the publishing of their paper is poorly documented. The first name, date, school, and major associated with graduation heavily suggest that Keith Cerny is the K. Cerny credited on the paper, but this is (as-of-yet) unconfirmed.
References
[edit]- ^ a b Vasko, I. Y.; Agapitov, O. V.; Mozer, F. S.; Bonnell, J. W.; Artemyev, A. V.; Krasnoselskikh, V. V.; Reeves, G.; Hospodarsky, G. (2017-05-28). "Electron-acoustic solitons and double layers in the inner magnetosphere". Geophysical Research Letters. 44 (10): 4575–4583. Bibcode:2017GeoRL..44.4575V. doi:10.1002/2017GL074026. ISSN 0094-8276.
- ^ a b Buneman, O. (1963-04-01). "Excitation of Field Aligned Sound Waves by Electron Streams". Physical Review Letters. 10 (7): 285–287. Bibcode:1963PhRvL..10..285B. doi:10.1103/PhysRevLett.10.285. ISSN 0031-9007.
- ^ Graham, D. B.; Khotyaintsev, Yu. V.; Vaivads, A.; André, M. (April 2016). "Electrostatic solitary waves and electrostatic waves at the magnetopause". Journal of Geophysical Research: Space Physics. 121 (4): 3069–3092. Bibcode:2016JGRA..121.3069G. doi:10.1002/2015JA021527. ISSN 2169-9380.
- ^ "Proceedings of the Central Committee of the British Archaeological Association". Journal of the British Archaeological Association. 1 (1): 43–67. April 1845. doi:10.1080/00681288.1845.11886760. ISSN 0068-1288.
- ^ Boussinesq, J. (1871). "Théorie de l'intumescence liquide appelée onde solitaire ou de translation, se propageant dans un canal rectangulaire". C. R. Acad. Sci. Paris. 72.
- ^ "XXXII. On waves". The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science. 1 (4): 257–279. April 1876. doi:10.1080/14786447608639037. ISSN 1941-5982.
- ^ De Broglie, Louis (1952). "La physique quantique restera-t-elle indéterministe ?". Revue d'histoire des sciences et de leurs applications. 5 (4): 289–311. doi:10.3406/rhs.1952.2967. ISSN 0048-7996.
- ^ Gurnett, D. A.; Frank, L. A. (April 1978). "Plasma waves in the polar cusp: Observations from Hawkeye 1". Journal of Geophysical Research: Space Physics. 83 (A4): 1447–1462. Bibcode:1978JGR....83.1447G. doi:10.1029/JA083iA04p01447. ISSN 0148-0227.
- ^ Temerin, M.; Cerny, K.; Lotko, W.; Mozer, F. S. (1982-04-26). "Observations of Double Layers and Solitary Waves in the Auroral Plasma". Physical Review Letters. 48 (17): 1175–1179. Bibcode:1982PhRvL..48.1175T. doi:10.1103/PhysRevLett.48.1175. ISSN 0031-9007.
- ^ a b c Ergun, R. E.; Tucker, S.; Westfall, J.; Goodrich, K. A.; Malaspina, D. M.; Summers, D.; Wallace, J.; Karlsson, M.; Mack, J.; Brennan, N.; Pyke, B.; Withnell, P.; Torbert, R.; Macri, J.; Rau, D. (December 2, 2014). "The Axial Double Probe and Fields Signal Processing for the MMS Mission". Space Science Reviews. 199 (1–4): 167–188. doi:10.1007/s11214-014-0115-x. ISSN 0038-6308.
- ^ Muschietti, L.; Ergun, R. E.; Roth, I.; Carlson, C. W. (1999-04-15). "Phase-space electron holes along magnetic field lines". Geophysical Research Letters. 26 (8): 1093–1096. Bibcode:1999GeoRL..26.1093M. doi:10.1029/1999GL900207. ISSN 0094-8276.
- ^ Hansel, P. J.; Wilder, F. D.; Malaspina, D. M.; Ergun, R. E.; Ahmadi, N.; Holmes, J. C.; Goodrich, K. A.; Fuselier, S.; Giles, B.; Russell, C. T.; Torbert, R.; Strangeway, R.; Khotyaintsev, Y.; Lindqvist, P. -A.; Burch, J. (December 2021). "Mapping MMS Observations of Solitary Waves in Earth's Magnetic Field". Journal of Geophysical Research: Space Physics. 126 (12). Bibcode:2021JGRA..12629389H. doi:10.1029/2021JA029389. ISSN 2169-9380.