Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit382-10-20021221_054900_20021221_103400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/21 |
Start Time | | 2002/12/21 05:49 |
End Time | | 2002/12/21 10:32 |
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 | | 29.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit382-10-20021221_054900_20021221_103400-constBx0 |
Minimum Dst Value | | -51 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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