Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-08-20020224_012000_20020224_060500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/24 |
Start Time | | 2002/02/24 01:20 |
End Time | | 2002/02/24 06:03 |
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 | | 20.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-08-20020224_012000_20020224_060500-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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