Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_091821_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20, 2015 |
Start Time | | 2015/12/20 12:00 |
End Time | | 2015/12/21 00:00 |
Key Words | | 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 | | -20.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.51 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_091821_1 |
Minimum Dst Value | | -170 |
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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