Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-12-20020215_080400_20020215_124400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 08:04 |
End Time | | 2002/02/15 12:42 |
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 | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-12-20020215_080400_20020215_124400-constBx0 |
Minimum Dst Value | | -5 |
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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