Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-10-20020403_121200_20020403_165600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/03 |
Start Time | | 2002/04/03 12:12 |
End Time | | 2002/04/03 16:54 |
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 | | -13.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-10-20020403_121200_20020403_165600-constBx0 |
Minimum Dst Value | | -12 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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