Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-02-20020328_040200_20020328_084700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/28 |
Start Time | | 2002/03/28 04:02 |
End Time | | 2002/03/28 08:45 |
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 | | 6.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-02-20020328_040200_20020328_084700-constBx0 |
Minimum Dst Value | | -8 |
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 GOES-8 for time period of this run.
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