Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-11-20020420_083100_20020420_131500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/20 |
Start Time | | 2002/04/20 08:31 |
End Time | | 2002/04/20 13:13 |
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 | | -11.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-11-20020420_083100_20020420_131500-constBx0 |
Minimum Dst Value | | -149 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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