Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Sibeck_052123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 14, 2008 |
Start Time | | 2008/09/14 22:00 |
End Time | | 2008/09/14 23:59 |
Key Words | | velocity gradient |
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 | | 4.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 67.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Sibeck_052123_1 |
Minimum Dst Value | | 6 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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