Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-05-20020225_200700_20020226_005200-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 20:07 |
End Time | | 2002/02/26 00:50 |
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 | | 8.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-05-20020225_200700_20020226_005200-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 Polar for time period of this run.
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)
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