Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mia_Lagergaard_041505_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 13:00 |
End Time | | 2001/08/21 15:00 |
Key Words | | NBZ current study |
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 | | 20.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Mia_Lagergaard_041505_2 |
Minimum Dst Value | | 6 |
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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