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 Cluster-3 for time period of this run.
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)
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