Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-06-20020202_060100_20020202_104600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 06:01 |
End Time | | 2002/02/02 10:44 |
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 | | 23.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-06-20020202_060100_20020202_104600-constBx0 |
Minimum Dst Value | | -86 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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