Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-07-20020202_104700_20020202_153200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 10:47 |
End Time | | 2002/02/02 15:30 |
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 | | 11.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-07-20020202_104700_20020202_153200-constBx0 |
Minimum Dst Value | | -84 |
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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