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 GOES-8 for time period of this run.
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)
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