european interests in gdc science: synergy, science and ... · european interests in gdc science:...
TRANSCRIPT
European interests in GDC science: synergy,
science and lessons
I. Jonathan Rae
Mullard Space Science Lab, UCL
Scientific synergies with GDC
Global causes and consequences of solar wind-
magnetosphere-ionosphere-thermosphere
coupling
• Local reconnection creates global consequences
• Large-scale energy transfer via EM waves
• Field-aligned currents
Time dependence and localization
• Explosive energy release in substorms
• Auroral Acceleration
The interchange between the magnetosphere
and thermosphere through the ionosphere
• Storm-time dynamics
• Energetic particle precipitation
• Thermospheric driving
Rae e
t al. [
2009]
Rodger
et al. [
2013]
Fors
yth
et
al. [2017]
Co-PI: Graziella Branduardi-Raymont (MSSL)
• ESA/CAS with 2023 launch to study the global scale
dynamic response of the magnetosphere to solar wind
variability
• Soft X-ray Imager to image the solar wind driving
• In situ package for solar wind and IMF
• UV global auroral imager for magnetospheric dynamics
Solar wind Magnetosphere
Ionosphere Link Explorer (SMILE)
Local process with
global consequences:
Direct and Indirect
energy transfer
• THEMIS fluid scales
• Cluster ion scales
• MMS electron scales
• We need to understand energy
transfer with global context
Court
esy:
S.
Schw
art
z, c
ross-s
cale
team
Courtesy: DMSP/NOAA. Note that this data is not
coincident with the statistical Gjerloev & Hoffman
(2002) map
Large-scale field-aligned
currents: the substorm
example
• Understanding the coupling of the
magnetosphere to the ionosphere
remains an outstanding issue
• And one we are only beginning to
understand
McPherron et al., (1973)
Gjerloev & Hoffman (2002)Mu
rph
y e
t al. [
20
13
]
Single spacecraft FAC assumptions
• For a sufficiently large current sheet,
Ampère’s law can be simplified to
• Perturbation field is from FAC only
• Current is sheet-like and field
perturbation is in one component
• Spacecraft passes normally through
current sheet
• Current does not move, rotate or
change amplitude during crossing
−𝜕𝐵𝑌𝜕𝑥
= 𝜇0𝑗𝑧
Y
X
BY
Z
VSC,X
BY
jZ
Y
X
BYZ
VSC,X
BY
jZ
Lessons learned from Swarm: when are our assumptions
violated?
jZ
t
jZ
x
Pearson’s r = 1jZ,A
jZ,C
Fit gradient > 1
Cross-scale coupling provides driving
and feedback
FACs
Alternative FACs
3-7 s
Filter
27-60 s Filter >60 s Filter3-7 s; 22.5-52.5 km
17h10m 17h15m 17h20m 17h25m
-10
-5
0
5
10
FA
C D
en
sity
(mA
/m2)
Swarm-A (10 s shift)Swarm-C
17h10m 17h15m 17h20m 17h25m
0.0
0.2
0.4
0.6
0.8
1.0
Co
rr.
Co
eff
17h10m
67.9222.88
17h15m
80.1900.59
17h20m
70.9406.91
17h25m
52.8608.78
0.0
0.5
1.0
1.5
2.0
Lin
. F
itG
rad
ien
tUT
MLAT
MLT
27-60 s; 202.5-450.0 km
17h10m 17h15m 17h20m 17h25m
-1.0
-0.5
0.0
0.5
1.0
1.5
17h10m 17h15m 17h20m 17h25m
0.0
0.2
0.4
0.6
0.8
1.0
17h10m
67.9222.88
17h15m
80.1900.59
17h20m
70.9406.91
17h25m
52.8608.78
0.0
0.5
1.0
1.5
2.0
>60 s; >450.0 km
17h10m 17h15m 17h20m 17h25m
-0.4
-0.2
0.0
0.2
0.4
17h10m 17h15m 17h20m 17h25m
0.0
0.2
0.4
0.6
0.8
1.0
17h10m
67.9222.88
17h15m
80.1900.59
17h20m
70.9406.91
17h25m
52.8608.78
0.0
0.5
1.0
1.5
2.0
Fors
yth
et
al. [
20
14
]
The magnetospheric substorm: explosive
energy release into the ionosphere
Ra
e e
t a
l. [
20
09
]
Primary: Diagnosing substorm
auroral acceleration
• From ground measurements, we have
shown that substorm onset starts with
auroral and magnetic waves
– Same time, same place,same frequency,
same characteristics
• We know the particle characteristics of
wave-driven auroral acceleration
• Require observations of aurora with
simultaneous particle measurements of
the precipitating electrons (and ions)
that cause it
Hen
ders
on
et
al. [
20
09
]
Equatorward arc
Spatially periodic
Brightening (“beads”)
Beads grow and bend
plasma instability
Beads form vortex
Which breaks-up
Substorm physics from the ground and lessons
• One of the great
successes of the THEMIS
mission is the clear
ground-based component
that puts spacecraft into
context
• But also provides new
insight into
magnetospheric
processes!
Kalm
on
iet
al. N
atC
om
ms
[20
18
]
Distinguishing between drivers - Alfvén wave
driven aurora
2 RE geocentric
3 RE4 RE 5 RE
Energy flux in
~keV electron beams
Energy flux in Shear Alfvén
Waves
Shear Alfvén Waves become
dispersive as they approach
Earth, and may transfer energy to
electrons
GDC altitudes
Wave-driven acceleration
Cou
rtesy: A
nd
y K
ale
6000 km
5000 km
4000 km
3000 km
2000 km
Dense ionosphere
< 300 km
7000 km
2 RE geocentric
Auroral density cavity: 3-6,000 km
B
Quasi-static electric potentialstructures linked to density cavity
6000 km
5000 km
7000 km
2 RE geocentric
GDC altitudes
Distinguishing between
drivers – Quasi-static
potential driven aurora
Distinguishing between auroral drivers
• Quasi-static potential
drops
– mono-energetic
electron acceleration
• Shear Alfven Waves
– broadband electron
acceleration
Quasi-
static
Wave-
driven
Newell et al. [2009]
Energetic Particle Precipitation: where do
electrons go?
Ho
rne
[2
00
7],
Na
ture
Ph
ysic
sOutward
Substorm
Injection
Local
Acceleration
Precipitation
The importance of energetic particle (EPP)
precipitation on atmospheric chemistry
• Understanding a 60 year physics problem
• Understanding the natural variation in
global temperatures
• Understanding the role of EPP in the
destruction of ozone
• EISCAT 3D
Particle precipitation
Production of NOx and HOx
Change in dynamics
mesosphere & stratosphere
Destruction of mesospheric
and upper stratospheric O3
Implications for
Climate
In-situ EPP and HOx measurements
• NOAA POES measurements usually used to estimate particle precipitation
• ~835 km Sun synchronous orbit
• Numerous approximations required for scientifically useful data
• Close relationship between EPP and HOx
• Input into chemistry climate models reveal surface temperature redistribution
through EPP
Rod
ger
et
al. [
20
13
]
Clil
verd
et
al. [
20
14
]
Energetic Particle Precipitation and Polar
Surface temperatures
• Chemistry Climate models show that
when EPP are included, surface
temperature variations of -0.5 to +2 K,
relative to the no precipitation case.
• Experimentally verified during the
winter months when NOx and HOx
are long-lived
Sep
pä
läet
al. [
20
09
]R
ozan
ov
et
al. [
20
05
]
Secondary: Particles inside the loss cone
• All* currently flying instruments measure only a small fraction of
precipitation, and assume symmetry
• Able to only measure strong precipitation events
• Weak precipitation thought to be crucial
Loss Cone angle at
specific location
Typical Measurement
Examples: NOAA POES 0°
Cou
rtesy:
Cra
ig R
od
gerFull Measurement
Requirement
Feedback on magnetospheric
dynamics • Reconnection, energy loading and
electromagnetic wave penetration
and radiation belt morphology
• Don’t forget EISCAT 3D