Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-10-20021125_014800_20021125_063300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/25 |
Start Time | | 2002/11/25 01:48 |
End Time | | 2002/11/25 06:31 |
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 | | 30.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-10-20021125_014800_20021125_063300-constBx0 |
Minimum Dst Value | | -41 |
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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