Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: TreShunda_James_101823_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 11, 2010 |
Start Time | | 2010/10/11 09:00 |
End Time | | 2010/10/11 20:00 |
Key Words | | storm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | TreShunda_James_101823_1 |
Minimum Dst Value | | -75 |
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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