Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-02-20021226_185900_20021226_234400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/26 |
Start Time | | 2002/12/26 18:59 |
End Time | | 2002/12/26 23:42 |
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 | | 19.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-02-20021226_185900_20021226_234400-constBx0 |
Minimum Dst Value | | -29 |
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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