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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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