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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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