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