Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Claire_Foullon_112207_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 27 2005 |
Start Time | | 2005/06/27 16:00 |
End Time | | 2005/06/28 00:00 |
Key Words | | Pressure Pulse |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 34.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 80.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Claire_Foullon_112207_2 |
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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)
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