Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-03-20021226_234500_20021227_043000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/26 |
Start Time | | 2002/12/26 23:45 |
End Time | | 2002/12/27 04:28 |
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 | | 30.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-03-20021226_234500_20021227_043000-constBx0 |
Minimum Dst Value | | -45 |
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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