Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-04-20020204_053300_20020204_101700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/04 |
Start Time | | 2002/02/04 05:33 |
End Time | | 2002/02/04 10:15 |
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 | | 23.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 228.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-04-20020204_053300_20020204_101700-constBx0 |
Minimum Dst Value | | -16 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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