Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-11-20020420_083100_20020420_131500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/20 |
Start Time | | 2002/04/20 08:31 |
End Time | | 2002/04/20 13:13 |
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 | | -11.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-11-20020420_083100_20020420_131500-constBx0 |
Minimum Dst Value | | -149 |
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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