Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-07-20020921_054400_20020921_102900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/21 |
Start Time | | 2002/09/21 05:44 |
End Time | | 2002/09/21 10:27 |
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 | | 6.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-07-20020921_054400_20020921_102900-constBx0 |
Minimum Dst Value | | -9 |
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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