Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-02-20021226_185900_20021226_234400-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 18:59 |
End Time | | 2002/12/26 23:42 |
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 | | 19.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-02-20021226_185900_20021226_234400-constBx0 |
Minimum Dst Value | | -29 |
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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