Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-09-20030109_015000_20030109_063500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/09 |
Start Time | | 2003/01/09 01:50 |
End Time | | 2003/01/09 06:33 |
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 | | 31.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-09-20030109_015000_20030109_063500-constBx0 |
Minimum Dst Value | | 0 |
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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