Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-11-20020611_160400_20020611_204800-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 16:04 |
End Time | | 2002/06/11 20:46 |
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 | | -32.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-11-20020611_160400_20020611_204800-constBx0 |
Minimum Dst Value | | -21 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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