Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2013-05-TP-01_091823_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2013/05/31 00:00 |
End Time | | 2013/06/05 00:00 |
Key Words | | Storm neutral density surface charging |
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 | | 19.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2013-05-TP-01_091823_1 |
Minimum Dst Value | | -124 |
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 THEMIS-D 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. |