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-10 for time period of this run.
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)
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