Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Stefan_Eriksson_081704_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 16 2001 |
Start Time | | 2001/12/16 2:00 |
End Time | | 2001/12/16 3:59 |
Key Words | | Magnetopause reconnection, lobe convection, transpolar aurora |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Stefan_Eriksson_081704_1 |
Minimum Dst Value | | 2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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