Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_110623_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 | | 2020/09/06 00:00 |
End Time | | 2020/09/06 05:00 |
Key Words | | 20200906_substorm_2 |
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 | | 3.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_110623_2 |
Minimum Dst Value | | -21 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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