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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |