Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-02-20020507_142500_20020507_191000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/07 |
Start Time | | 2002/05/07 14:25 |
End Time | | 2002/05/07 19:08 |
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 | | -27.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-02-20020507_142500_20020507_191000-constBx0 |
Minimum Dst Value | | -15 |
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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