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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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