Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_070222_7 | |
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 | | RCM_Sep2017 |
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 | | 12.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_070222_7 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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