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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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