Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-03-20020813_084900_20020813_133400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/13 |
Start Time | | 2002/08/13 08:49 |
End Time | | 2002/08/13 13:32 |
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 | | -17.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-03-20020813_084900_20020813_133400-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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