Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-02-20021212_122600_20021212_171100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/12 |
Start Time | | 2002/12/12 12:26 |
End Time | | 2002/12/12 17:09 |
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 | | 14.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-02-20021212_122600_20021212_171100-constBx0 |
Minimum Dst Value | | -17 |
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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