Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-01-20020215_124400_20020215_172900-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 12:44 |
End Time | | 2002/02/15 17:27 |
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 | | 4.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-01-20020215_124400_20020215_172900-constBx0 |
Minimum Dst Value | | -2 |
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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