Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_080119_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 08, 2018 |
Start Time | | 2018/09/08 13:50 |
End Time | | 2018/09/08 15:10 |
Key Words | | dipolarization |
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 | | 14.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_080119_1 |
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 Geotail for time period of this run.
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)
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