Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-12-20020210_135100_20020210_183000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/10 |
Start Time | | 2002/02/10 13:51 |
End Time | | 2002/02/10 18:28 |
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 | | 4.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-12-20020210_135100_20020210_183000-constBx0 |
Minimum Dst Value | | -20 |
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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)
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