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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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