Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-04-20021222_101800_20021222_150300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/22 |
Start Time | | 2002/12/22 10:18 |
End Time | | 2002/12/22 15:01 |
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 | | 18.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-04-20021222_101800_20021222_150300-constBx0 |
Minimum Dst Value | | -20 |
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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