Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrew_Poppe_031423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 05, 2017 |
Start Time | | 2017/09/05 00:00 |
End Time | | 2017/09/06 00:00 |
Key Words | | ARTEMIS_magnetosphere |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 122.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Andrew_Poppe_031423_1 |
Minimum Dst Value | | 0 |
SW Source | | WIND |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-4 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |