Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mia_Lagergaard_091405_1 | |
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 |
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 | | Sig-CTIM |
Corotation | | no |
Run Number | | Mia_Lagergaard_091405_1 |
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.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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