Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-05-20020202_011500_20020202_060000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 01:15 |
End Time | | 2002/02/02 05:58 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 27.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-05-20020202_011500_20020202_060000-constBx0 |
Minimum Dst Value | | -39 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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