Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-05-20020211_133400_20020211_181900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/11 |
Start Time | | 2002/02/11 13:34 |
End Time | | 2002/02/11 18:17 |
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 | | 4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-05-20020211_133400_20020211_181900-constBx0 |
Minimum Dst Value | | -26 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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