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 Geotail for time period of this run.
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)
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