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-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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