Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110921_1 | |
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 16:00 |
End Time | | 2017/09/08 08:00 |
Key Words | | storm magnetopause |
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 | | 16.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_110921_1 |
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 THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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