Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_2 | |
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 | | 2010/07/05 06:00 |
End Time | | 2010/07/05 12:00 |
Key Words | | 20100705_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 | | 13.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.53 |
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_2 |
Minimum Dst Value | | -11 |
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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