Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-03-20020810_234200_20020811_042700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/10 |
Start Time | | 2002/08/10 23:42 |
End Time | | 2002/08/11 04:25 |
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 | | -8.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-03-20020810_234200_20020811_042700-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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