Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit397-08-20030125_124900_20030125_173400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/25 |
Start Time | | 2003/01/25 12:49 |
End Time | | 2003/01/25 17:32 |
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 | | 10.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 124.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit397-08-20030125_124900_20030125_173400-constBx0 |
Minimum Dst Value | | -36 |
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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