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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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