Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit397-11-20030126_030700_20030126_075200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/26 |
Start Time | | 2003/01/26 03:07 |
End Time | | 2003/01/26 07:50 |
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 | | 29.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 121.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit397-11-20030126_030700_20030126_075200-constBx0 |
Minimum Dst Value | | -16 |
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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