Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-08-20020216_220600_20020217_025100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/16 |
Start Time | | 2002/02/16 22:06 |
End Time | | 2002/02/17 02:49 |
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 | | 17.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-08-20020216_220600_20020217_025100-constBx0 |
Minimum Dst Value | | -5 |
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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