Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-02-20020328_040200_20020328_084700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/28 |
Start Time | | 2002/03/28 04:02 |
End Time | | 2002/03/28 08:45 |
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 | | 6.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-02-20020328_040200_20020328_084700-constBx0 |
Minimum Dst Value | | -8 |
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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