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 THEMIS-B for time period of this run.
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)
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