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