Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-08-20020207_093600_20020207_142000-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 09:36 |
End Time | | 2002/02/07 14:18 |
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 | | 12.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-08-20020207_093600_20020207_142000-constBx0 |
Minimum Dst Value | | -25 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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