Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-10-20020606_171400_20020606_215800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 17:14 |
End Time | | 2002/06/06 21:56 |
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 | | -30.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-10-20020606_171400_20020606_215800-constBx0 |
Minimum Dst Value | | -13 |
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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