Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_012219_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 11, 2017 |
Start Time | | 2017/07/11 21:00 |
End Time | | 2017/07/11 23:00 |
Key Words | | plasmoid |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 26.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_012219_2 |
Minimum Dst Value | | -8 |
SW Source | | ACE-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-E for time period of this run.
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)
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