Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit392-07-20030113_103100_20030113_151600-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 10:31 |
End Time | | 2003/01/13 15:14 |
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 | | 16.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit392-07-20030113_103100_20030113_151600-constBx0 |
Minimum Dst Value | | -8 |
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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