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 Wind for time period of this run.
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)
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