Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-06-20020207_000600_20020207_045000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/07 |
Start Time | | 2002/02/07 00:06 |
End Time | | 2002/02/07 04:48 |
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 | | 25.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-06-20020207_000600_20020207_045000-constBx0 |
Minimum Dst Value | | -44 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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