Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-01-20020404_023000_20020404_071500-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 02:30 |
End Time | | 2002/04/04 07:13 |
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 | | 4.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-01-20020404_023000_20020404_071500-constBx0 |
Minimum Dst Value | | -9 |
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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