Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2017-09-TP-03_090423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2017/09/04 00:00 |
End Time | | 2017/09/18 00:00 |
Key Words | | Storm Surface charging Ground Magnetic Perturbations GICs |
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 | | 4.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2017-09-TP-03_090423_1 |
Minimum Dst Value | | -122 |
SW Source | | WIND |
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. |