Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083123_1 | |
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 | | 2010/10/11 09:00 |
End Time | | 2010/10/11 20:00 |
Key Words | | 20101011_storm |
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 | | -12.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083123_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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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