Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Devi_RN_080322_1 | |
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 11:29 |
End Time | | 2012/03/09 13:13 |
Key Words | | energy |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Devi_RN_080322_1 |
Minimum Dst Value | | -129 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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