Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083023_1b | |
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 | | 2011/10/11 09:00 |
End Time | | 2011/10/11 20:00 |
Key Words | | test 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 | | -12.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083023_1b |
Minimum Dst Value | | -5 |
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: 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)
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