the role of ionosphere in ring current development during the super storm in november 2003
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The Role of Ionosphere in Ring Current Development During the Super Storm in November 2003 Mei-Ching Fok 1 , Thomas E. Moore 1 , Dominique C. Delcourt 2 , Steven P. Slinker 3 Joel A. Fedder 4 , Yusuke Ebihara 5 , and Samuel T. Jones 6 1 NASA Goddard Space Flight Center, USA - PowerPoint PPT PresentationTRANSCRIPT
The Role of Ionosphere in Ring Current Development During the Super Storm in November 2003
Mei-Ching Fok1, Thomas E. Moore1, Dominique C. Delcourt2, Steven P. Slinker3 Joel A. Fedder4, Yusuke Ebihara5, and Samuel T. Jones6
1NASA Goddard Space Flight Center, USA2CETP-CNRS-IPSL, Saint-Maur des Fosse, France
3Naval Research Laboratory, USA4Leading Edge Technology, Inc., USA
5Nagoya University, Japan6University of Texas in Arlington, USA
ST11-A0009August 2, 2007
2007 AOGS Meeting, Bangkok, Thailand
Outline
The super storm in November 2003
Lyon-Fedder-Mobarry (LFM) global magnetospheric simulation of the Nov03 storm
Modeling the polar wind and auroral wind (O+) outflow from the ionosphere during the Nov03 storm
Modeling the ring current development during the Nov03 storm with solar, polar and auroral sources
Effect of ionospheric conductivity on ring current development
November 2003 Storm
Solar wind velocity
Solar wind density
IMF Bz
Dst
• Solar wind velocity increased to ~750km/s.
• Solar wind density was unusually high
• IMF Bz decreased to -50 nT.• Negative IMF Bz lasted for ~ 12 hours.
• Dst reached -472 nT.
LFM Simulation of the November 2003 Storm
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Ionospheric Outflow Driven by MHD Condition
Parameter Scaling Notes
Auroral windO+ flux
NVprecip = 2.8×109×N2.2 [cm -2s-1]NV poynt = 5.6×107×(0.245×S120)1.26 [cm -2s-1]NV = (NV precip × NV poynt)0.5
Subject to local flux limi t = 3×109 [cm -2s-1]MHD density is reduced by a loss cone fillingfactor from Chen and Schulz [2001]:FLC = 0.4[1+0.8sin(2pi×(MLT-3)/24)]
N is LFM density in cm -3 reduced to thefraction of density above instrum ental EMIN
= 50eV, based on the MHD temp erature.
S120 is LFM Poynting flux in mW/m 2 at 120km altitude; 0.245 maps from 120 to 4000km alt.
Temp erature 0.1 + 9.2×(0.24×S120)0.35 [eV] Strangeway [private commu nication]
Parallel energy E// [eV ] = Eth + ePhi [V] wherePhi[V] =1500[V /µAm -2] ×(J// - 0.33)2 [µA m -2]
Lyons [1981]Threshold current 0.33 µA/m 2
Polar WindH+ flux
0 < SZA < 90: F1000 = 2×108 cm -2s-1
90 < SZA < 110:F1000 = 2 ×10 (̂8-(SZA-90)/20×2.5)110< SZA < 180: F1000 = 2×105.5
Su et al., [1998] solar zenith angle (SZA)dependence.
All fluxes at 1000 km altitude
Local scalings used to drive ionospheric outflows [Taken from Moore et al., 2007]
Ionospheric Outflow Driven by MHD Condition
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Simulation of Auroral Wind and Polar Wind Outflow
O+
Violation of 1st adiabatic invariant
Strong non-adiabatic acceleration
Test-particle code of Delcourt
Calculation of Density and Temperature from Test-Particle Trajectories
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nj(t)= nij(t)i∑ =dA
VjFi(ti)cosαi(ti)Tiji
∑kT||j(t)=2E||j(t)=2 Eij(t)i
∑ cos2αij(t)kT⊥j(t)=E⊥j(t)=2 Eij(t)i
∑ sin2αij(t)nj: density at bin j
Ej: energy at bin j
Σ: sum over all ions passing through bin j from t-Δt to t+Δt
dA: area of the source surface allocated to each particle
Vj: volume of bin j (1 RE3)
Fi: ion source flux
Tij: residence time of ion i in bin j
Eij: average energy of ion i in bin j
α ij: average pitch angle of ion i in bin j
The entire simulation space is divided into bins of 1 RE
3 volume.
The Comprehensive Ring Current Model (CRCM)
Ring CurrentPhase Space Density
MagnetosphericElectric Field
Field AlignedCurrent
IonosphericElectric Field
Ionospheric ConductivityCross Polar Cap Potential Drop
Charge ExchangeDrift Losses
Boundary ConditionSolar, Polar, Auroral Winds
LFMMagnetic Field
Ring Current Formed by Solar Wind Ions
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Ring Current Formed by Auroral O+ Ions
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Ionospheric Particles Contribution to Ring Current Energy Content
0 100
1 1031
2 1031
3 1031
4 1031
5 1031
6 1031
8 12 16 20 24 28 32 36
solar-wind sourceauroral-wind sourcepolar-wind source
hour
Ring Current Particle Energy
Nov 20 Nov 21
Ionospheric ion outflow contributes significantly to the ring current particle and energy content during this event.
Simulated ionospheric Potential
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Auroral conductivity includes effects due to precipitating electrons and field-aligned potential drop
Effect of Ionospheric Conductivity on Electric Potential
Hardy Auroral ConductivityLFM Auroral Conductivity
Strong field at sharp conductivity gradient
Effect of Ionospheric Conductivity on Ring Current Development
Hardy Auroral ConductivityLFM Auroral Conductivity
Relatively strong pressure in the post-midnight sector due to high auroral conductivity.
Summary
The global magnetospheric configuration and ring current development during the storm on 20-21 November 2003 are simulated using the combined tool: LFM + Delcourt-particle-code + CRCM
Particles from solar wind (H+), auroral wind (O+) and polar wind (H+) are considered as sources of ring current ions.
Auroral wind and polar wind outflow characteristics are driven by instantaneous MHD conditions at the ionosphere.
Contribution of auroral O+ to the ring current is comparable or higher than that of the solar wind source. Contribution from the polar wind is negligible.
Strong auroral conductivity and sharp gradient produce high ring current flux in the post-midnight sector.