Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-07-20020606_025900_20020606_074300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 02:59 |
End Time | | 2002/06/06 07:41 |
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 | | -12.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-07-20020606_025900_20020606_074300-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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