Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-11-20020719_184400_20020719_232900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/19 |
Start Time | | 2002/07/19 18:44 |
End Time | | 2002/07/19 23:27 |
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 | | -31.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-11-20020719_184400_20020719_232900-constBx0 |
Minimum Dst Value | | -8 |
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.
![](data: 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