Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-12-20021204_233300_20021205_041700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/04 |
Start Time | | 2002/12/04 23:33 |
End Time | | 2002/12/05 04:15 |
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 | | 29.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-12-20021204_233300_20021205_041700-constBx0 |
Minimum Dst Value | | -26 |
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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