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-C for time period of this run.
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)
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