Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-08-20021216_020800_20021216_065300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/16 |
Start Time | | 2002/12/16 02:08 |
End Time | | 2002/12/16 06:51 |
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 | | 32.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-08-20021216_020800_20021216_065300-constBx0 |
Minimum Dst Value | | -13 |
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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