Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit320-11-20020726_220100_20020727_024600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/26 |
Start Time | | 2002/07/26 22:01 |
End Time | | 2002/07/27 02:44 |
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 | | -15.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 249.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit320-11-20020726_220100_20020727_024600-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 Geotail for time period of this run.
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)
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