Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-10-20021103_155900_20021103_204400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/03 |
Start Time | | 2002/11/03 15:59 |
End Time | | 2002/11/03 20:42 |
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 | | 6.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-10-20021103_155900_20021103_204400-constBx0 |
Minimum Dst Value | | -70 |
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 Geotail for time period of this run.
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)
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