Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-02-20021222_004600_20021222_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/22 |
Start Time | | 2002/12/22 00:46 |
End Time | | 2002/12/22 05:29 |
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 | | 32.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-02-20021222_004600_20021222_053100-constBx0 |
Minimum Dst Value | | -33 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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