Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: michelle_mendoza_102021_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/03 00:00 |
Key Words | | dream |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | michelle_mendoza_102021_5 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
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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