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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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