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.
Satellite data B plot for GOES-8 for time period of this run.
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)
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