Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Devi_Rn_073122_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 18:43 |
End Time | | 2011/09/26 20:51 |
Key Words | | energy |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Devi_Rn_073122_1 |
Minimum Dst Value | | -89 |
SW Source | | OMNI |
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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