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 Polar for time period of this run.
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)
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