Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-06-20021112_091500_20021112_140000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/12 |
Start Time | | 2002/11/12 09:15 |
End Time | | 2002/11/12 13:58 |
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 | | 16.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-06-20021112_091500_20021112_140000-constBx0 |
Minimum Dst Value | | -19 |
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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