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 Polar for time period of this run.
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)
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