Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mia_Lagergaard_040705_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 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 | | 7.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Mia_Lagergaard_040705_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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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