Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit386-02-20021229_040500_20021229_085000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/29 |
Start Time | | 2002/12/29 04:05 |
End Time | | 2002/12/29 08:48 |
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 | | 31.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit386-02-20021229_040500_20021229_085000-constBx0 |
Minimum Dst Value | | -37 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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