Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-07-20021215_212200_20021216_020700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/15 |
Start Time | | 2002/12/15 21:22 |
End Time | | 2002/12/16 02:05 |
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 | | 25.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-07-20021215_212200_20021216_020700-constBx0 |
Minimum Dst Value | | -17 |
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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