Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_070222_2 | |
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 | | Mar2015 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_070222_2 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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