Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Varvara_Andreeva_071117_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 09, 2004 |
Start Time | | 2004/03/09 00:00 |
End Time | | 2004/03/12 23:55 |
Key Words | | geomagnetic storm |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.02 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 107.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Varvara_Andreeva_071117_1 |
Minimum Dst Value | | -64 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |