Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nigang_Liu_122222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 03, 2015 |
Start Time | | 2015/11/03 00:00 |
End Time | | 2015/11/03 03:00 |
Key Words | | 1 |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 122.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Nigang_Liu_122222_1 |
Minimum Dst Value | | 7 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail 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. |