Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-05-20020202_011500_20020202_060000-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 01:15 |
End Time | | 2002/02/02 05:58 |
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 | | 27.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-05-20020202_011500_20020202_060000-constBx0 |
Minimum Dst Value | | -39 |
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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