Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mia_Lagergaard_091405_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 21 2001 |
Start Time | | 2001/08/21 9:00 |
End Time | | 2001/08/21 15:00 |
Key Words | | NBZ, 5 mho |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | uniform |
Corotation | | no |
Run Number | | Mia_Lagergaard_091405_2 |
Minimum Dst Value | | -4 |
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 Polar for time period of this run.
![](data: 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)
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