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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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