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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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