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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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