Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-06-20020828_054500_20020828_102900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/28 |
Start Time | | 2002/08/28 05:45 |
End Time | | 2002/08/28 10:27 |
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 | | -3.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-06-20020828_054500_20020828_102900-constBx0 |
Minimum Dst Value | | -20 |
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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