Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2005-09-TP-01_080623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2005/09/08 00:00 |
End Time | | 2005/09/20 00:00 |
Key Words | | Storm Neutral Density |
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 | | 2.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2005-09-TP-01_080623_2 |
Minimum Dst Value | | -139 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |