Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-06-20020211_182000_20020211_230500-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 18:20 |
End Time | | 2002/02/11 23:03 |
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 | | 9.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-06-20020211_182000_20020211_230500-constBx0 |
Minimum Dst Value | | -22 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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