Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit392-06-20030113_054500_20030113_103000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/13 |
Start Time | | 2003/01/13 05:45 |
End Time | | 2003/01/13 10:28 |
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 | | 27.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit392-06-20030113_054500_20030113_103000-constBx0 |
Minimum Dst Value | | -13 |
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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