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 Polar for time period of this run.
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)
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