Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-06-20020921_005800_20020921_054300-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 00:58 |
End Time | | 2002/09/21 05:41 |
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 | | 8.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-06-20020921_005800_20020921_054300-constBx0 |
Minimum Dst Value | | -12 |
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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