Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Devi_Rn_073122_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 09, 2012 |
Start Time | | 2012/03/09 06:25 |
End Time | | 2012/03/09 08:37 |
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 | | -14.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Devi_Rn_073122_2 |
Minimum Dst Value | | -123 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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