Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-03-20020309_080300_20020309_124800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/09 |
Start Time | | 2002/03/09 08:03 |
End Time | | 2002/03/09 12:46 |
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 | | 6.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-03-20020309_080300_20020309_124800-constBx0 |
Minimum Dst Value | | 1 |
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.
![](data: 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)
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