Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Claire_Foullon_112207_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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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_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 Wind for time period of this run.
![](data: 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)
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