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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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