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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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