Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ryan_McGranaghan_060317_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 06:00 |
End Time | | 2015/12/20 18:00 |
Key Words | | FACs |
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 | | -32.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 112.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ryan_McGranaghan_060317_1 |
Minimum Dst Value | | -124 |
SW Source | | DSCOVR-realtime |
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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