Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit261-12-20020308_174200_20020308_222600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/08 |
Start Time | | 2002/03/08 17:42 |
End Time | | 2002/03/08 22:24 |
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 | | -2.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit261-12-20020308_174200_20020308_222600-constBx0 |
Minimum Dst Value | | -8 |
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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