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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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