Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_011222_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 06:00 |
End Time | | 2015/03/18 06:00 |
Key Words | | March2015 |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -11.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.81 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Ewelina_Florczak_011222_6 |
Minimum Dst Value | | -228 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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