Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-04-20020225_152100_20020225_200600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/25 |
Start Time | | 2002/02/25 15:21 |
End Time | | 2002/02/25 20:04 |
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 | | -0.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-04-20020225_152100_20020225_200600-constBx0 |
Minimum Dst Value | | -9 |
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-10 for time period of this run.
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)
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