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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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