Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-05-20020627_022400_20020627_071100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/27 |
Start Time | | 2002/06/27 02:24 |
End Time | | 2002/06/27 07:09 |
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 | | -13.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-05-20020627_022400_20020627_071100-constBx0 |
Minimum Dst Value | | 0 |
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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