Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-03-20020404_120200_20020404_164700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/04 |
Start Time | | 2002/04/04 12:02 |
End Time | | 2002/04/04 16:45 |
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 | | -13.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-03-20020404_120200_20020404_164700-constBx0 |
Minimum Dst Value | | -17 |
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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)
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