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 GOES-8 for time period of this run.
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