Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yan_Meng_071522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 11, 2002 |
Start Time | | 2002/04/11 12:00 |
End Time | | 2002/04/15 12:00 |
Key Words | | 2002-1 |
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 | | 11.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.93 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 198.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yan_Meng_071522_1 |
Minimum Dst Value | | -48 |
SW Source | | OMNI |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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