Hi everyone,
Just to make some more issues on the charged particle motion in dipole fields and the concept of the study understandable:
Here are the three elements of motion in dipole fields:
1) Particles gyrate perpendicular to the field lines (the higher the energy and the mass, the higher the gyration scales)
2) Particles that have a velocity component parallel to the field lines, will also perform a bounce motion along the field line, with mirror points at some latitude
3) Particles will have drift motion, opposite for electrons and ions and faster with increasing energy. In the sketch the drift direction of ions and electrons is opposite to the one that we have at Saturn, as at Saturn the dipole field is oriented southward. This drift motion is also “superimposed” to an additional drift (which is called the corotational drift), which, in (very) simple words, is induced by the dipole field rotation with the planet. This drift is in the same direction for ions and electrons. Effectively, energetic ions cross faster the Rhean environment than electrons and the latter have lots of time to interact with the surrounding environment. Energetic ions, actually, don’t even “feel” Rhea.
Specifically for the case of Rhea, the depletions were seen in energetic electrons - those that have relatively large gyration scales (in the order of 10 km - equal to the inferred mean distance between the large grains). Low energy electrons did not show these depletion effects, as the gyration scales are so small (tens of meters) that one can imagine those zipping through the grains with a very small impact probability (just like Cassini does).
The bounce motion of energetic electrons is also very rapid. During the time they need to drift across Rhea's Hill sphere, they cross the equatorial plane more than 10 times, and "sample" the Hill sphere northwards and southwards. In this way, they perform some kind of a "tomography" of the Rhean environment. So if the distribution of absorbing material also has some finite thickness, this will also contribute to the electron depletion profile. Note also that gyration is so rapid (milliseconds or less) that energetic electrons gyrate several times while crossing the equatorial plane. On the other hand, an energetic ion needs about 1000 sec to complete a bounce motion. In that time most of the ions have “jumped” above or below Rhea and its Hill sphere, with little or no interaction.
Note that due to the bounce motion, the effective column mass crossed by an electron can increase with the disk’s thickness, while in an edge-on picture of Rhea, the thickness does not contribute to the opacity of the candidate absorbing medium. Only the line-of-sight column mass will determine the opacity.
The picture at Rhea is actually no small deviation from the typical, expected plasma interaction. Its quite large, given the lack of atmosphere of that moon, as at least 4 instruments have shown with data from this flyby and elsewhere. Its not just the tiny depletion signatures on either side of the moon. Having only these, one could maybe talk about some tiny deviations. But the depletion of electrons extends on either side of Rhea by about 8 Rhea radii. It’s a huge region. Furthermore, this is very close to the Hill sphere scales, a quite fundamental boundary. That is rather peculiar for an obstacle not much different (in electromagnetic terms) than the Earth’s moon or Tethys. The coincidence of several interaction features with the Hill sphere scales is what makes everyone suspicious, about gravitationally bound material being present there. The behavior of the absorption regions as depletion regions is also peculiar.
The provided numbers have large error bars. These are rough order-of-magnitude estimations, that simply highlight the fact that it is the mass of the absorbing material that matters for the electron depletion, not the number of dust grains. You can either distribute this mass to many small particles (with small impact area and small mass), or to few large grains (with large impact area and column mass). This has been shown also in other studies, the quite recent ones relating to the possible presence of material along the orbit of Methone and Anthe and the G-ring arc, where similar depletion regions in electrons have been identified by MIMI. Note also that similar depletions have relvealed the presence of the G-ring, Epimetheus, the F-ring and the rings of Jupiter (by Pioneer 10, 11). What is more definite is that small particles cannot have stable orbits. So if what we see is actually absorption by grains, these have to be in the mm to m size range. Of course, there is a limit on how low the opacity of the absorbing medium can be. If the extracted densities where such that the mean distance between the large grains was in the order of 100 km, the proposed solution would have not worked.
Of course all these observations could be simply misleading coincidences. No one is absolutely convinced with the presented scenario, but it's the only one found by the authors that agrees with the observations, and is shown to be generally feasible. Definitely, plasma dropout does not directly mean plasma absorption. Plasma physics is not as direct as photometry in that sense. That’s why data from all plasma instruments was considered for this study and thanks to that several other candidate known plasma dropout scenarios have been excluded. The proposed scenario is the best one that the authors were able to come up with. Even if this turns out not to be the solution, it doesn’t modify the fact that these interaction features at the vicinity of an inert moon, are definitely unique, interesting and unusual.
I hope this helps the discussion