Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-12-20020910_075900_20020910_124100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/10 |
Start Time | | 2002/09/10 07:59 |
End Time | | 2002/09/10 12:39 |
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 | | -4.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 223.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-12-20020910_075900_20020910_124100-constBx0 |
Minimum Dst Value | | -64 |
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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