Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_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 | | 2011/02/08 20:07 |
End Time | | 2011/02/09 02:00 |
Key Words | | 20110208_substorm |
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 | | -8.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_090523_3 |
Minimum Dst Value | | -14 |
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-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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