Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-11-20020215_031800_20020215_080300-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 03:18 |
End Time | | 2002/02/15 08:01 |
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 | | 24.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-11-20020215_031800_20020215_080300-constBx0 |
Minimum Dst Value | | -7 |
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.
![](data: 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)
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