Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-05-20020916_015500_20020916_064000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/16 |
Start Time | | 2002/09/16 01:55 |
End Time | | 2002/09/16 06:38 |
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 | | 7.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-05-20020916_015500_20020916_064000-constBx0 |
Minimum Dst Value | | -21 |
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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