Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sun_Lee_042716_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 28, 2015 |
Start Time | | 2015/12/28 07:00 |
End Time | | 2015/12/28 11:00 |
Key Words | | Reconnection |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sun_Lee_042716_2 |
Minimum Dst Value | | -8 |
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 THEMIS-C for time period of this run.
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)
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