Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_103023_3 | |
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 | | 2015/09/09 00:00 |
End Time | | 2015/09/09 21:00 |
Key Words | | 20150909_storm |
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 | | 2.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_103023_3 |
Minimum Dst Value | | -105 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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