Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_070222_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 20:00 |
End Time | | 2017/09/08 20:00 |
Key Words | | Sep2017 |
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 | | 12.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Ewelina_Florczak_070222_3 |
Minimum Dst Value | | -142 |
SW Source | | OMNI |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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