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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |