Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-08-20020921_103000_20020921_151500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/21 |
Start Time | | 2002/09/21 10:30 |
End Time | | 2002/09/21 15:13 |
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 | | -6.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-08-20020921_103000_20020921_151500-constBx0 |
Minimum Dst Value | | -10 |
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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