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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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