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.
Satellite data B plot for Geotail for time period of this run.
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)
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