Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: jihong_xie_080322_1 | |
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 02:00 |
Key Words | | CME |
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 | | jihong_xie_080322_1 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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