Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Fei_Xie_112222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 10, 2000 |
Start Time | | 2000/08/10 00:00 |
End Time | | 2000/08/10 23:56 |
Key Words | | gsm |
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 | | 12.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Fei_Xie_112222_1 |
Minimum Dst Value | | -62 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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