Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Humble_112921_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 13, 2020 |
Start Time | | 2020/04/13 04:00 |
End Time | | 2020/04/13 05:28 |
Key Words | | usipiv |
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 | | 0.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Humble_112921_1 |
Minimum Dst Value | | -4 |
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 Geotail for time period of this run.
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)
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