Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-02-20021210_031800_20021210_080300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/10 |
Start Time | | 2002/12/10 03:18 |
End Time | | 2002/12/10 08:01 |
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 | | 32.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-02-20021210_031800_20021210_080300-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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