Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-02-20020817_221400_20020818_025900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/17 |
Start Time | | 2002/08/17 22:14 |
End Time | | 2002/08/18 02:57 |
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 | | -8.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 232.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-02-20020817_221400_20020818_025900-constBx0 |
Minimum Dst Value | | -30 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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