Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-10-20021228_090700_20021228_135200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/28 |
Start Time | | 2002/12/28 09:07 |
End Time | | 2002/12/28 13:50 |
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 | | 21.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-10-20021228_090700_20021228_135200-constBx0 |
Minimum Dst Value | | -49 |
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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