Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Wenhui_Li_081216_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 18, 2000 |
Start Time | | 2000/09/18 00:00 |
End Time | | 2000/09/18 07:00 |
Key Words | | magnetotail |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Wenhui_Li_081216_2 |
Minimum Dst Value | | -201 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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