Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-07-20020202_104700_20020202_153200-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 10:47 |
End Time | | 2002/02/02 15:30 |
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 | | 11.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-07-20020202_104700_20020202_153200-constBx0 |
Minimum Dst Value | | -84 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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