Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xu_Luning_041319_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 18, 1998 |
Start Time | | 1998/10/18 12:00 |
End Time | | 1998/10/19 07:55 |
Key Words | | 18-Oct-98 |
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 | | -6.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.24 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 125.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Xu_Luning_041319_1 |
Minimum Dst Value | | -85 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
|
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. |