Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit320-06-20020725_221100_20020726_025600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/25 |
Start Time | | 2002/07/25 22:11 |
End Time | | 2002/07/26 02:54 |
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 | | -15.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 224.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit320-06-20020725_221100_20020726_025600-constBx0 |
Minimum Dst Value | | -5 |
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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