Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-10-20020611_111900_20020611_160300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/11 |
Start Time | | 2002/06/11 11:19 |
End Time | | 2002/06/11 16:01 |
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 | | -29.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-10-20020611_111900_20020611_160300-constBx0 |
Minimum Dst Value | | -20 |
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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