Predictions of Torus JEE by Scott Degenhardt (scotty@scottysmightymini.com) using Starry Night
“Event type” =
(A) X (C)
A = object in front
X = dimming by extinction
C = object in back
J
= Jupiter
I
= Io
II
= Europa
III
= Ganymede
IV
= Callisto
Te
= Eastern tip of the Torus of Io
Tw
= Western tip of the Torus of Io
The
plotted markers convey the expected intensity trend in the lightcurve based on
modeling of anomalous lightcurve trends found in the IAEP
study. It is predicted that Io’s intensity will suffer extinction as it
passes through the tip of its Torus due to a line of sight alignment of the
Torus material that increases the column thickness of this extinctive material.
Here are some key things to remember when interpreting predictions:
1. All times are in UT.
2. “X” marks the spot in the
predictions. I.e. the X marks the time when Io passes a predicted intensity
transition zone changing between nominal intensity and gradual extinction. When
planning an observing run, if at all possible center your wing data on an X.
3. When Io enters the Torus tip
at eastern elongation Io is on the back side of the column of Torus material,
thus transitioning from nominal intensity to near maximum extinction.
4. When Io enters the western
tip Io is in front of the column of material, thus going from nominal intensity
and gradually suffering extinction until it reaches maximum extinction before
it exits the Torus tip. As Io exits the western tip Io transitions from near
maximum extinction to nominal intensity.
5. The size of the X is
designed to represent the time where the greatest intensity gradient in #3 and
#4 are expected. Therefore the intensity trend is gradually dimming from
nominal intensity starting at the small x to greatest extinction near the large
X. The small x represents when Io enters or exits the front side of a tip
region. The large X represents when Io enters or exits the rear of a tip
region.
6. Maximum extinction is
expected to occur somewhere between the large black bar and the large X.
7. The bars represent the time
period where Io appears stationary in its orbit around Jupiter due to its
trajectory being straight towards or away from earth. The small red bar
represents when Io becomes stationary after entering the tip area, the medium
green bar represents when Io is centered at greatest elongation and perfectly
stationary, and the large black bar represents when Io leaves its stationary
status.
8. Local visibility of any
given event can be easily determined if you plot a line representing when
Jupiter becomes visible for your observing system and another line representing
the onset of Civil twilight. In this sample chart I plotted Jupiter’s rise
times as a green line and Civil twilight as an orange line:
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