Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Miles_Engel_060922_2 | |
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 | | 2000/01/01 06:00 |
Key Words | | Background |
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 | | Miles_Engel_060922_2 |
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.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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