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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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