Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-09-20020828_200000_20020829_004400-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 20:00 |
End Time | | 2002/08/29 00:42 |
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 | | -10.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-09-20020828_200000_20020829_004400-constBx0 |
Minimum Dst Value | | -26 |
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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