Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-06-20020414_143800_20020414_192200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 14:38 |
End Time | | 2002/04/14 19:20 |
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 | | -20.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-06-20020414_143800_20020414_192200-constBx0 |
Minimum Dst Value | | -15 |
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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