Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_080119_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 24, 2016 |
Start Time | | 2016/12/24 14:00 |
End Time | | 2016/12/24 15:40 |
Key Words | | EDR |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.38 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_080119_2 |
Minimum Dst Value | | -12 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
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)
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