Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit377-10-20021209_082000_20021209_130500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/09 |
Start Time | | 2002/12/09 08:20 |
End Time | | 2002/12/09 13:03 |
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 | | 23.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit377-10-20021209_082000_20021209_130500-constBx0 |
Minimum Dst Value | | -26 |
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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