Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2010-04-TP-01_081123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2010/04/05 00:00 |
End Time | | 2010/04/08 00:00 |
Key Words | | Ground Magnetic Perturbations GEM2008 SWPC Challenge IFSWCA |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2010-04-TP-01_081123_2 |
Minimum Dst Value | | -81 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 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. |