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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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