Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-07-20020211_230600_20020212_035100-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 23:06 |
End Time | | 2002/02/12 03:49 |
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 | | 21.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-07-20020211_230600_20020212_035100-constBx0 |
Minimum Dst Value | | -27 |
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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