Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chigo_Ngwira_100522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 20, 2015 |
Start Time | | 2015/12/20 00:00 |
End Time | | 2015/12/20 08:00 |
Key Words | | THEMIS Tail Event |
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 | | -26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chigo_Ngwira_100522_1 |
Minimum Dst Value | | -54 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
|
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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)
| VMR Tools created by Darren De Zeeuw. |