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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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