Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 27, 2017 |
Start Time | | 2017/09/27 05:00 |
End Time | | 2017/09/27 13:00 |
Key Words | | G3eventOpenGGCM |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 91.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092523_2 |
Minimum Dst Value | | -8 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 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. |