Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-10-20021216_114000_20021216_162500-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 11:40 |
End Time | | 2002/12/16 16:23 |
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 | | 15.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-10-20021216_114000_20021216_162500-constBx0 |
Minimum Dst Value | | -22 |
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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