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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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